Copy Set-1 CP Star-2012 XII going [SAT+MAT] - Career Point

SECTION-A [SAT] 

PHYSICS 

Single correct type (Q.1 to 15) 

Q.1 Which of the following physical quantities 

have same dimensions - 

(1) Gravitational constant and coefficient of 

friction 

(2) Electromotive force and viscous force 

(3) Angular momentum and magnetic moment 

(4) None of these 

Q.2 A particle of mass m thrown upward under 

gravity. If it travel same distance in 5 th and 6 th 

of motion during motion then projection 

velocity will be (Neglect air resistance and take 

g = 10 m/s 2 ) 

(1) 50 m/s (2) 100 m/s 

(3) 25 m/s (4) none 

PHYSICS 


Q.1 fuEu esa ls dkSulh HkkSfrd jkf'k;k¡ leku foek j[krh 

gS - 

(1) xq:Rokd"kZ.k fu;rkad rFkk ?k"kZ.k xq.kkad 

(2) fo|qr okgd cy rFkk ';ku cy 

(3) dks.kh; laosx rFkk pqEcdh; vk?kw.kZ 

(4) buesa ls dksbZ ugha 

Q.2 m nzO;eku ds ,d d.k dks xq:Ro ds v/khu Åij dh 

vksj QSdk x;k gSA ;fn og xfr ds nkSjku 5osa o 6osa 

lsd.M esa leku nwjh r; djrk gS rks iz{ksi.k osx 

gksxk (ok;q izfrjks/k dks ux.; ekusa rFkk g = 10 m/s 2 

ysa) 

(1) 50 m/s (2) 100 m/s 

(3) 25 m/s (4) dksbZ ugha 

Q.3 Given m 1 = m 2 = 10 kg. The coefficient of 

friction between A and B and B and surface is 

0.20. Find the value of m 3 so that no block 

slips: 

Q.3 m 1 = m 2 = 10 kg fn;k x;k gSA A o B rFkk B o 

lrg ds e/; ?k"kZ.k xq.kkad 0.20 gSA m 3 dk eku Kkr 

dhft, rkfd dksbZ CykWd fQlys ugha 

B 

A m 1 

m 2 

m 3 

(1) 10 kg (2) 16 kg (3) 18 kg (4) 14 kg 

C 

B 

A m 1 

m 2 

m 3 

(1) 10 kg (2) 16 kg (3) 18 kg (4) 14 kg 

C 

Space for rough work 

CAREER POINT, CP Tower, Road No.1, IPIA, Kota (Raj.), Ph: 0744-3040000 Page # 1

Q.4 A uniform chain of mass M and length L is lying 

on a smooth table and a part of it is hanging 

from the table. The work required to pull the 

hanging part of the chain on to the table is 

MgL . Find the part of the chain in terms of its 

32 

length which is hanging from the table : 

(1) L/3 (2) L/4 (3) L/6 (4) L/2 

Q.5 Ring A of mass m is in level with top of the 

smooth pulley B, when it is suddenly released. If 

h is the distance by which ring moves down a 

smooth vertical pole before coming to rest for 

the first time and L is the horizontal distance 

between initial position of ring and pulley, find 

approximately the condition for which ring will 

slide down even when less in weight, than the 

weight of the block C of mass M : 

L 

B 

M 

C 

(1) h (4L 2 – h 2 ) < 8L 2 

(2) h (4L 2 – h 2 ) < 4L 3 

(3) h (2L 2 – h 2 ) < 8L 3 

(4) h (L 2 – 2h 2 ) < 8L 3 

h 

A (m) 

Q.6 In the arrangement as shown, mass of block A is 

m. What should be the mass of the block B so 

that magnitude of acceleration of centre of mass 

of both the blocks is zero – 

B 

A 

Q.4 M nzO;eku rFkk L yEckbZ dh ,dleku pSu ,d 

?k"kZ.kghu est ij bl izdkj j[kh gS fd mldk dqN 

Hkkx est ls uhps yVdk gqvk gSA pSu ds yVds gq;s 

Hkkx dks est ij [khapus ds fy;s vko';d dk;Z 

MgL gSA yEckbZ ds inks esa pSu dk og Hkkx Kkr 

32 

dhft, tks est ls yVdk gqvk gS 

(1) L/3 (2) L/4 (3) L/6 (4) L/2 

Q.5 m nzO;eku dh oy; A ?k"kZ.kghu f?kjuh B ds 'kh"kZ ls 

leku ry esa gksrh gS tc mls vpkud eqDr fd;k 

tkrk gSA ;fn h og nwjh gS tks oy; igyh ckj 

fojke ds igys ?k"kZ.kghu Å/oZ iksy ij uhps dh vksj 

xfr djrh gS rFkk L oy; dh izkjfEHkd fLFkfr rFkk 

f?kjuh ds e/; {kSfrt nwjh gS] yxHkx og 'krZ Kkr 

dhft;s ftlds fy;s oy; tc dHkh M nzO;eku ds 

CykWd C ds Hkkj ls de gks] uhps dh vksj fQlysA 

L 

B 

M 

C 

(1) h (4L 2 – h 2 ) < 8L 2 

(2) h (4L 2 – h 2 ) < 4L 3 

(3) h (2L 2 – h 2 ) < 8L 3 

(4) h (L 2 – 2h 2 ) < 8L 3 

h 

A (m) 

Q.6 n'kkZ;h O;oLFkk esa] CYkkWd A dk nzO;eku m gSA CykWd 

B dk nzO;eku D;k gksuk pkfg;s rkfd nksuks CykWdksa ds 

nzO;eku dsUnz ds Roj.k dk ifjek.k 'kwU; gks – 

B 

A 

60º 30º 

m 

m 3 

(1) (2) 

2 2 

m 

(3) m 2 

(4) 

3 


60º 30º 

m 

m 3 

(1) (2) 

2 2 

m 

(3) m 2 

(4) 

3 


Q.7 m nzO;eku x-v{k ds lekUrj js[kk ds vuqfn'k ewy 

Q.7 A mass m is moving with a constant velocity 

(3) 0.996 ω 0 (4) 0.824 ω 0 

(3) 0.996 ω 0 (4) 0.824 ω 0 

along a line parallel to x-axis, away from the 

origin. Its angular momentum with respect to 

origin : 

(1) remains constant 

(2) zero 

(3) goes on increasing 

(4) goes on decreasing 

fcUnq ls nwj fu;r osx ls xfr'khy gSA ewy fcUnq ds 

lkis{k mldk dks.kh; laosx 

(1) fu;r jgrk gS 

(2) 'kwU; 

(3) c

Q.10 Figure shows an isochore, an isotherm, an 

adiabatic and two isobars of two gases on a work 

done versus heat supplied curve. The initial 

states of both gases are the same and the scales 

for the two axes are same - 

W 

tan θ 2 = 2/7 

4 

tan θ 3 = 2/5 

5 

3 

tan θ 4 = 1 

2 

θ 2 

θ 3 θ 4 

O 

Q 

Which of the following statements is incorrect ? 

(1) straight line 1 corresponds to an isochoric 

process 

(2) Straight line 2 corresponds to an isobaric 

process for diatomic gas 

(3) Straight line 4 corresponds to an isothermal 

process 

(4) Straight line 5 corresponds to an isothermal 

process 

Q.11 A thin lead ring is rotating about its own axis. If 

the density of the lead is 11300 kg/m 3 and the 

breaking stress is 2 × 10 7 N/m 2 , then the 

maximum permissible linear speed of the ring 

will be - 

(1) 42 m/s (2) 60 m/s 

(3) 34.6 m/s (4) 64 m/s 

Q.12 A massless piston divides a closed, thermally 

insulated cylinder into two equal parts. One part 

contains M = 28 g of nitrogen. At this 

temperature, one-third of molecules are 

dissociated into atoms and the other part is 

evacuated. The piston is released and the gas fills 

the whole volume of the cylinder at temperature 

T 0 . Then, the piston is slowly displaced back to 

its initial position. Calculate the increase in 

internal energy of the gas. Neglect further 

dissociation of molecules during, the motion of 

the piston - 

8 

8 

(1) RT0 

(2) RT0 

( 2 – 1) 

3 

3 

(3) 

3 

4 RT0 ( 2 – 1) (4) None of these 

Q.10 fp=k nks xSlksa ij fd;s x;s dk;Z rFkk nh xbZ Å"ek 

dk oØ ,d levk;rfud] ,d lerkih] ,d :)ks"e 

rFkk nks lenkch ds fy;s n'kkZrk gSA nksuksa xSlksa ds 

fy;s izkjfEHkd voLFkk leku gS rFkk nksuksa v{kksa ds 

fy;s iSekuk leku gS & 

W 

tan θ 2 = 2/7 

4 

tan θ 3 = 2/5 

5 

3 

tan θ 4 = 1 

2 

θ 2 

θ 3 θ 4 

O 

Q 

fuEu esa ls dkSulk dFku xyr gS ? 

(1) ljy js[kk 1 levk;rfud izØe ls lEcfU/kr gS 

(2) ljy js[kk 2 f}ijek.kqd xSl ds fy;s lenkch 

izØe ls lEcfU/kr gS 

(3) ljy js[kk 4 ,d lerkih izØe ls lEcfU/kr gS 

(4) ljy js[kk 5 lerkih izØe ls lEcfU/kr gS 

Q.11 ,d iryh ySM oy; viuh Lo;a dh v{k ds lkis{k 

?kw.kZu djrh gSA ;fn ySM dk ?kuRo 11300 kg/m 3 

rFkk Hkatu izfrcy 2 × 10 7 N/m 2 gks] rc oy; dh 

vf/kdre vuqfer js[kh; pky gksxh - 

(1) 42 m/s (2) 60 m/s 

(3) 34.6 m/s (4) 64 m/s 

Q.12 ,d nzO;ekughu fiLVu ,d cUn] Å"eh; :i ls 

dqpkyd csyu dks nks cjkcj Hkkxksa esa foHkkftr djrk 

gSA ,d Hkkx ukbVªkstu dk M = 28 g j[krk gSA bl 

rki ij] v.kqvksa ds ,d&frgkbZ ijek.kqvksa ds vUnj 

fo;ksftr gksrs gS rFkk vU; Hkkx okf"ir gks tkrk gSA 

fiLVu dks eqä fd;k tkrk gS rFkk xSl T 0 rki ij 

csyu ds iwjs vk;ru dks Hkj nsrh gSA rc fiLVu dks 

/khjs ls mldh izkjfEHkd fLFkfr esa /kdsyk tkrk gSA 

xSl dh vkUrfjd ÅtkZ esa o`f) Kkr dhft,A fiLVu dh 

xfr ds nkSjku v.kqvksa dk vkxs fo;kstu ux.; ekusa - 

8 

8 

(1) RT0 

(2) RT0 

( 2 – 1) 

3 

3 

(3) 3 

4 RT0 ( 2 – 1) (4) buesa ls dksbZ ugha 



Q.13 In the arrangement shown in figure, the sleeve M 

of mass m is fixed between two identical spring 

whose combined force constant is k. The sleeve 

can slide without friction over a horizontal bar 

AB. The arrangement rotates with a constant 

angular velocity ω about a vertical axis passing 

through the middle of the bar. At what value of 

ω will there be no oscillations of the sleeve ? 

A 

M 

B 

Q.13 fp=k esa n'kkZ;h O;oLFkk esa] m nzO;eku dh Lyho M 

nks le:i fLizaxksa ftldk la;qä cy fu;rkad 

k gS] ds e/; dlh xbZ gSA Lyho {kSfrt NM+ AB ds 

Åij fcuk ?k"kZ.k ds fQly ldrh gSaA O;oLFkk fu;r 

dks.kh; osx ω ls NM+ ds e/; ls xqtjus okyh m/oZ 

v{k ds lkis{k ?kw.kZu djrh gSA ω ds fdl eku ij 

Lyho nksyu ugha djsxh ? 

A 

M 

B 

(1) k < mω 2 (2) k < 2mω 2 

m 

(3) k = 

2 

ω 


Q.14 The earth receives solar energy at the rate of 

2 cal cm 2 per min. Assuming the radiation to be 

black body in character, estimate the surface 

temperature of the sun. Given that σ = 5.67×10 –8 

W/m 2 /K 4 and angular diameter of the sun = 32 

min of arc. 

(1) 3090 K (2) 5810 K 

(3) 3260 K (4) 4150 K 

Q.15 Seven identical rods of material of thermal 

conductivity k are connected as shown in the 

figure. All the rods are of identical length l and 

cross-section area A. If the one end B is kept at 

100ºC and the other end is kept at 0ºC, what 

would be the temperatures of the junctions C, D 

and E (θ C , θ D and θ E ) in the steady state ? 

C k D 

ω 

(1) k < mω 2 (2) k < 2mω 2 

m 

(3) k = 

2 

ω 


Q.14 i`Foh 2 cal cm 2 izfr feuV dh nj ij lkSj ÅtkZ 

izkIr djrh gSA lw;Z dks d`f".kdk ds :i esa ekurs 

gq;s] lw;Z dh lrg dk rki ifjdfyr dhft;sA fn;k 

x;k gS σ = 5.67×10 –8 W/m 2 /K 4 rFkk lw;Z dk 

dks.kh; O;kl = 32 min of arc gSA 

(1) 3090 K (2) 5810 K 

(3) 3260 K (4) 4150 K 

Q.15 izR;sd k Å"eh; pkydrk okys inkFkZ dh cuh lkr 

le:i NM+ksa dks fp=kkuqlkj tksM+k x;k gSA lHkh NM+s 

le:i yEckbZ l rFkk vuqizLFk dkV {ks=kQy A dh 

gSA ;fn ,d fljs B dks 100ºC ij rFkk nwljs fljs 

dks 0ºC ij j[kk tk;s] rks fu;r voLFkk esa lfU/k;ksa 

C, D o E (θ C , θ D rFkk θ E ) ds rki D;k gksaxs ? 

C k D 

ω 

k 

k 

k 

k 

k 

k 

k 

k 

A k E k 

(1) θ E = 50ºC and θ D = 37.5 ºC 

(2) θ E = 50ºC, θ C = 62.5ºC and θ D = 37.5ºC 

(3) θ E = 50ºC, θ C = 60ºC and θ D = 40ºC 


B 

A k E k 

(1) θ E = 50ºC rFkk θ D = 37.5 ºC 

(2) θ E = 50ºC, θ C = 62.5ºC rFkk θ D = 37.5ºC 

(3) θ E = 50ºC, θ C = 60ºC rFkk θ D = 40ºC 


B 



Multiple correct type (Q.16 to 25) 

Q.16 The moment of inertia of a thin square plate 

ABCD, of uniform thickness about an axis 

passing through the centre O and perpendicular 

to the plane of the plate is (Where I 1 , I 2 , I 3 and I 4 

are respective moments of inertia about axes 1, 

2, 3 & 4 which are in the plane of plate.)- 

4 

1 

A 

B 

O 

C 

D 2 

3 


Q.16 ,dleku eksVkbZ dh ,d iryh oxkZdkj IysV ABCD 

dk dsUnz O ls xqtjus okyh rFkk IysV ds ry ds 

yEcor~ v{k ds lkis{k tM+Ro vk?kw.kZ gSS (tgk¡ I 1 , I 2 , I 3 

o I 4 v{kksa 1, 2, 3 o 4 ds lkis{k tM+Ro vk?kw.kZ gS tks 

IysV ds ry esa gS) - 

4 

1 

A 

B 

O 

C 

D 2 

3 

(1) I 1 + I 2 (2) I 3 + I 4 

(3) I 1 + I 3 (4) I 1 + I 2 + I 3 + I 4 

Q.17 Two blocks A and B each of mass m are 

connected by a massless spring of natural length 

L and spring constant K. The blocks are initially 

resting on a smooth horizontal floor with the 

spring at its natural length, as shown. A third 

identical block C(of mass m) moves on the floor 

with a speed V along the line joining A and B 

and collides elastically with A - 

V 

C A 

B 

(1) the kinetic energy of (A-B) system at 

maximum compression of spring is zero. 

(2) the kinetic energy of (A-B) system at 

maximum compression of the spring is 

mV 2 /4. 

(3) the maximum compression of the spring is 

V ( m / K) 

. 

(4) the maximum compression of the spring is 

V ( m / 2K) 

(1) I 1 + I 2 (2) I 3 + I 4 

(3) I 1 + I 3 (4) I 1 + I 2 + I 3 + I 4 

Q.17 izR;sd m nzO;eku esa nks CykWdksa A o B dks izkjfEHkd 

yEckbZ L o fLizax fu;rkad K dh ,d nzO;ekughu 

fLizax }kjk tksM+k x;k gSA izkjEHk esa CykWd n'kkZ;s 

vuqlkj ,d ?k"kZ.kghu {kSfrt Q'kZ ij fojke esa gS 

rFkk fLizax viuh izkjfEHkd yEckbZ esa gSA ,d rhljk 

le:i CykWd C(m nzO;eku dk) Q'kZ ij A o B dks 

tksM+us okyh js[kk ds vuqfn'k V pky ls xfr djrk 

gS rFkk A ls izR;kLFk :i ls Vdjkrk gS- 

V 

C A 

B 

(1) fLizax ds vf/kdre ladqpu ij (A-B) fudk; dh 

xfrt ÅtkZ 'kwU; gksrh gSA 

(2) fLizax ds vf/kdre ladqpu ij (A-B) fudk; dh 

xfrt ÅtkZ mV 2 /4 gS 

(3) fLizax dk vf/kdre ladqpu V ( m / K) 

gS 

(4) fLizax dk vf/kdre ladqpu V ( m / 2K) 

gS 



Q.18 The potential energy of a particle moving along 

x-axis is given by U = 20 + 5 sin (4πx) where U 

is in J and x is in metre under the action of 

conservative force - 

(1) if total mechanical energy is 20 J, then at 

x = 7/8 m, particle is at equilibrium 

(2) if total mechanical energy is 20 J, then at 

x = 7/8 m, particle is not at equilibrium 

(3) if total mechanical energy is 20 J, then 

x = 3/8 m, particle is at equilibrium 

(4) if total mechanical energy is 20 J, then 

x = 3/8m, particle is not at equilibrium 

Q.19 The coordinates of a particle moving in a plane 

are given by x(t) = a cos (pt) and y(t) = b sin (pt) 

where a, b (< a) and p are positive constants of 

appropriate dimensions then - 

(1) the path of the particle is an ellipse 

(2) the velocity and acceleration of the particle 

are normal to each other at t = π/2p 

(3) the acceleration of the particle is always 

directed towards a focus 

(4) the distance travelled by the particle in time 

interval t = 0 to t = π/2p is a 

Q.20 In the arrangement as shown, block A of mass 

3kg moves towards left with velocity 10 m/s. 

Initially block A is 100 m from pulley on a 

smooth surface. Block B is of mass 2 kg (g = 

10m/s 2 ) 

A 

Q.18 x-v{k ds vuqfn'k xfr'khy ,d d.k dh fLFkfrt ÅtkZ 

laj{kh cyks ds izHkko ds v/khu U = 20 + 5 sin (4πx) 

}kjk nh tkrh gS tgk¡ U, J esa gS rFkk x ehVj esa gS - 

(1) ;fn dqy ;kaf=kd ÅtkZ 20 J gks rks x = 7/8 m ij 

d.k lkE;koLFkk ij gksxk 

(2) ;fn dqy ;kaf=kd ÅtkZ 20 J gks rks 

x = 7/8 m ij d.k lkE;koLFkk ij ugha gksxk 

(3) ;fn dqy ;kaf=kd ÅtkZ 20 J gks] rks 

x = 3/8 m ij d.k lkE;koLFkk ij gksxk 

(4) ;fn dqy ;kaf=kd ÅtkZ 20 J gks] rks 

x = 3/8 m ij d.k lkE;koLFkk ij ugha gksxk 

Q.19 ,d ry esa xfr'khy ,d d.k ds funsZ'kkad 

x (t) = a cos (pt) rFkk y(t) = b sin (pt) }kjk fn;s 

tkrs gS tgk¡ a, b (< a) rFkk p mi;qDr foekvkas ds 

/kukRed fu;rkad gS rc - 

(1) d.k dk iFk ijoy; gS 

(2) d.k dk osx o Roj.k t = π/2p ij ,d nwljs ds 

yEcor~ gksrs gSA 

(3) d.k dk Roj.k ges'kk Qksdl dh vksj funsZf'kr 

gksrk gS 

(4) t = 0 ls t = π/2p le; vUrjky esa d.k }kjk r; 

dh xbZ nwjh a gS 

Q.20 n'kkZ;h O;oLFkk esa 3kg nzO;eku dk ,d CykWd A 

ck;ha vksj 10 m/s osx ls xfr djrk gSA izkjEHk esa 

CykWd A ?k"kZ.kghu lrg ij fLFkr f?kjuh ls 100 m 

ij gSA CykWd B dk nzO;eku 2 kg gS (g = 10m/s 2 ) 

A 

100 m 

B 

100 m 

B 

(1) At t = 1 sec, velocity of A will be 6 m/s 

towards left 

(2) A will stop at t = 2.5 sec 

(3) Block A will be at a distance 108 m from 

pulley at t = 4s 

(4) Block A will again be at a distance of 100 m 

from pulley at t = 5s 

(1) t = 1 sec ij] A dk osx ck;ha vksj 6 m/s gksxk 

(2) A, t = 2.5 sec ij :d tk;sxk 

(3) CykWd A , t = 4s ij f?kjuh ls 108 m nwjh ij 

gksxk 

(4) CykWd A , t = 5s ij f?kjuh ls iqu% 100 ehVj nwjh 

ij gksxk 



Q.21 One mole of an ideal monoatomic gas has initial 

temperature T 0 , is made to go through the cycle 

abca shown in figure. If U denotes the internal 

energy, then choose the correct alternative - 

P 

2P 0 

P 0 

a 

b 

c 

V 0 2V 0 V 

(1) U c > U b > U a (2) U c – U b = 3RT 0 

9RT0 3RT0 

(3) U c – U a = (4) U b – U a = 

2 

2 

Q.22 Two points on a string are observed as a 

travelling wave passes them. The points are at 

x 1 = 1.0 m, the transverse motions of the two 

points are found to be as follows. 

Y 1 = A sin (3πt) and Y 1 = A sin (3πt + π/8) 

T is in seconds and Y in metres. Mark the correct 

options (s). 

(1) The frequency of the wave is 3 Hz 

(2) The frequency of the wave is 1.5 Hz 

(3) Wavelength of the wave can be 16 m 

(4) Wavelength of the wave can be 16/15 m 

Q.23 A solid hemisphere of radius R is made to just 

sink in a liquid of density ρ. 

Q.21 ,d vkn'kZ ,dy ijek.kqd xSl dk ,d eksy 

izkjfEHkd rki T 0 j[krk gS rFkk mls fp=kkuqlkj ,d 

pØ abca ls xqtkjk tkrk gSA ;fn U vkUrfjd ÅtkZ 

dks n'kkZrk gS] rks lgh fodYi dk p;u dhft;s - 

P 

2P 0 

P 0 

a 

b 

c 

V 0 2V 0 V 

(1) U c > U b > U a (2) U c – U b = 3RT 0 

9RT0 3RT0 

(3) U c – U a = (4) U b – U a = 

2 

2 

Q.22 ,d Mksjh ij nks fcUnqvksa ij izxkeh rjax xqtjrh gqbZ 

ik;h tkrh gSA fcUnq x 1 = 1.0 m ij gS] nks fcUnqvksa 

dh vuqizLFk xfr;k¡ fuEu izdkj ik;h tkrh gSaA 

Y 1 = A sin (3πt) rFkk Y 1 = A sin (3πt + π/8) 

T lSd.M esa rFkk Y ehVj esa gSA lgh fodYi dk 

p;u dhft;sA 

(1) rjax dh vko`fÙk 3 Hz gS 

(2) rjax dh vko`fÙk 1.5 Hz gS 

(3) rjax dh rjaxnS/;Z 16 m gks ldrh gS 

(4) rjax dh rjaxnS/;Z 16/15 m gks ldrh gS 

Q.23 R f=kT;k dk ,d Bksl v)Zxksyk ρ ?kuRo ds ,d nzo 

esa Bhd Mwckdj cuk;k x;k gSA 

R 

(1) The vertical thrust on the curved surface 

πR 3 

= ρg 

3 

(2) Upward thrust on the base = πR 3 ρg 

(3) Side thrust = 0 

(4) Total hydrostatic force = 

3 

2 πR 3 ρg 

R 

πR 

(1) oØh; lrg ij Å/okZ/kj mRIykou 3 = ρg 

3 

(2) vk/kkj ij Åij dh vksj mRIykou cy = πR 3 ρg 

(3),d Hkqtk (side) ij mRIykou = 0 

(4) dqy nzoLFkSfrd cy = 3 

2 πR 3 ρg 



Q.24 A vertical tank, open at the top, is filled with a Q.24 'kh"kZ ij [kqys ,d Å/oZ VSad dks nzo ls Hkjk x;k gS 

liquid and rests on a smooth horizontal surface. 

rFkk ,d ?k"kZ.kghu {kSfrt lrg ij fojke esa j[kk 

A small hole is opened at the centre of one side 

of the tank. The area of cross section of the tank x;k gSA ,d VSad dh ,d Hkqtk ds dsUnz ij ,d NksVk 

is A which is Nα where α is the area of cross fNnz cuk;k x;k gSA VSad dk vuqizLFk dkV {ks=kQy 

section of hole and N is large number : h is the A tks Nα gS tgk¡ α fNnz dk vuqizLFk dkV {ks=kQy 

height of the tank. 

rFkk N cM+h la[;k gS : h VSad dh Å¡pkbZ gSA 

g 

(1) Initial acceleration of tank is g 

N (1) VSad dk izkjfEHkd Roj.k gS N 

g 

(2) Initial acceleration = g 

N (2) izkjfEHkd Roj.k = 

(3) The velocity of efflux is inversely 

N 

proportional to α. 

(3) cfg%L=kko dk osx α ds O;qRØekuqikrh gS 

(4) The velocity of efflux is independent of α. 

(4) cfg%L=kko dk osx α ls Lora=k gS 

Q.25 A rod of copper, uniform along its length l and Q.25 viuh yEckbZ l ds vuqfn'k ,dleku rk¡cs dh ,d 

of a rectangular cross section of sides of length a NM+ yEckbZ a rFkk pkSM+kbZ b (< a) dh Hkqtk dk 

and width b (< a) has one end maintained at vk;rkdkj vuqizLFk dkV j[krh gS mldk ,d fljk 

100ºC and the other end at 0ºC. The rod is 100ºC ij nwljk 0ºC ij O;ofLFkr gSA NM+ dks 

insulated so that no heat is lost from the sides. 

Å"ekjks/kh cuk;k x;k gS rkfd Hkqtkvksa ls Å"ek gkfu 

Let Q 1 be the amount of heat per second that is 

ugha gksA ekuk Q 

transmitted along its length, Q a the heat 

1 izfr lSd.M Å"ek dh og ek=kk gS 

tks mldh yEckbZ ds vuqfn'k lapfjr gksrh gS] fdlh 

transmitted parallel to a and Q b the heat 

transmitted parallel to b across any section after Hkh vuqizLFk dkV ds fljksa ij LFkkbZ voLFkk izkIr gksus 

the steady conditions are reached. Then - 

ds ckn a ds lekUrj lapfjr Å"ek Q a rFkk b ds 

(1) Q l = constant, Q a > Q b ≠ 0 

lekUrj lapfjr Å"ek Q b gSA rc - 

(2) Q l = 0, Q a = Q b ≠ 0 

(1) Q l = fu;r, Q a > Q b ≠ 0 

(3) Q l = 0, Q a = Q b = 0 

(2) Q l = 0, Q a = Q b ≠ 0 

(4) Q l = constant, Q a = Q b = 0 

(3) Q l = 0, Q a = Q b = 0 

(4) Q l = fu;r, Q a = Q b = 0 

CHEMISTRY 

CHEMISTRY 



Q.26 Which of the following order is incorrect ? Q.26 fuEu esa ls dkSulk Øe xyr gS ? 

(1) Acidic : NH 3 < PH 3 < AsH 3 

(1) vEyh; : NH 3 < PH 3 < AsH 3 

(2) IE 1 : Li < Be 

(2) izFke vk;uu ÅtkZ : Li < Be 

(3) Basic : Al 2 O 3 < MgO < Na 2 O < K 2 O 

(4) Ionic radius : Li + < Na + < K + < Cs + 

(3) {kkjh; : Al 2 O 3 < MgO < Na 2 O < K 2 O 

(4) vk;fud f=kT;k : Li + < Na + < K + < Cs + 

Q.27 The correct order of ionic radius is - 

Q.27 vk;fud f=kT;k dk lgh Øe gS - 

(1) Yb 3+ < Pm 3+ < Ce 3+ < La 3+ 

(1) Yb 3+ < Pm 3+ < Ce 3+ < La 3+ 

(2) Ce 3+ < Yb 3+ < Pm 3+ < La 3+ 

(2) Ce 3+ < Yb 3+ < Pm 3+ < La 3+ 

(3) Yb 3+ < Pm 3+ < La 3+ < Ce 3+ 

(3) Yb 3+ < Pm 3+ < La 3+ < Ce 3+ 

(4) Pm 3+ < La 3+ < Ce 3+ < Yb 3+ (4) Pm 3+ < La 3+ < Ce 3+ < Yb 3+ 



Q.28 Molecular shape of SF 4 , CF 4 and XeF 4 are : 

(1) the same with 2, 0 and 1 lone pair of 

electrons respectively 

(2) the same with 1, 1 and 1 lone pair of 


(3) different with 0, 1 and 2 lone pairs of 


(4) different with 1, 0 and 2 lone pairs of 


Q.28 SF 4 , CF 4 rFkk XeF 4 ds vkf.od vkdkj gksrs gS : 

(1) Øe'k% 2, 0 rFkk 1 ,dkdh bysDVªkWu ;qXe ds lkFk 

leku 


leku 

(3) Øe'k% 0, 1 rFkk 2 ,dkdh ;qXe ds lkFk vleku 


vleku 

Q.29 The correct order of dipole moment is - 

(1) CH 4 < NF 3 < NH 3 < H 2 O 

(2) NF 3 < CH 4 < NH 3 < H 2 O 

(3) NH 3 < NF 3 < CH 4 < H 2 O 

(4) H 2 O < NH 3 < NF 3 < CH 4 

Q.30 H 2 O 2 is prepared in the laboratory when - 

(1) MnO 2 is added to dilute cold H 2 SO 4 

(2) BaO 2 is added to CO 2 bubbling through cold 

water 

(3) PbO 2 is added to an acidified solution of 

KMnO 4 

(4) Na 2 O 2 is added to boiling water 

Q.31 The solubility of sulphates of alkaline earth 

metals in water shows the correct order - 

(1) Be > Ca > Mg > Ba > Sr 

(2) Mg > Be > Ba > Ca > Sr 

(3) Be > Mg > Ca > Sr > Ba 

(4) Mg > Ca > Ba > Be > Sr 

Q.32 The structure of diborane contains : 

(1) four 2C – 2e bonds and two 3C – 2e bonds 

(2) two 2C – 2e bonds and two 3C – 2e bonds 

(3) two 2C – 2e bonds and two 3C – 2e bonds 

(4) four 2C – 2e bonds and four 3C – 2e bonds 

Q.29 f}/kzqo vk?kw.kZ dk lgh Øe gS - 

(1) CH 4 < NF 3 < NH 3 < H 2 O 

(2) NF 3 < CH 4 < NH 3 < H 2 O 

(3) NH 3 < NF 3 < CH 4 < H 2 O 

(4) H 2 O < NH 3 < NF 3 < CH 4 

Q.30 iz;ksx'kkyk esa H 2 O 2 dks cuk;k tkrk gS] tc - 

(1) MnO 2 dks ruq B.Ms H 2 SO 4 esa feyk;k tkrk gS 

(2) BaO 2 dks CO 2 esa feykus ij] B.Ms ty esa 

cqncqnkgV gksrh gS 

(3) PbO 2 dks KMnO 4 ds vEyh; foy;u esa feyk;k 

tkrk gS 

(4) Na 2 O 2 dks mcys ty esa feyk;k tkrk gS 

Q.31 {kkjh; e`nk /kkrqvksa ds lYQsVksa dh ty esa foys;rk 

dk lgh Øe gS - 

(1) Be > Ca > Mg > Ba > Sr 

(2) Mg > Be > Ba > Ca > Sr 

(3) Be > Mg > Ca > Sr > Ba 

(4) Mg > Ca > Ba > Be > Sr 

Q.32 Mkbcksjsu dh lajpuk esa gksrs gSa : 

(1) pkj 2C – 2e ca/k ,oa nks 3C – 2e ca/k 

(2) nks 2C – 2e ca/k ,oa nks 3C – 2e ca/k 

(3) nks 2C – 2e ca/k ,oa nks 3C – 2e ca/k 

(4) pkj 2C – 2e ca/k ,oa pkj 3C – 2e ca/k 



Q.33 The straight chain polymer is formed by - 

(1) hydrolysis of (CH 3 ) 2 SiCl 2 followed by 

condensation polymerisation 

(2) hydrolysis of (CH 3 ) 3 SiCl followed by 


(3) hydrolysis of CH 3 SiCl 3 followed by 


(4) hydrolysis of (CH 3 ) 4 Si by addition 

polymerisation 

Q.34 Molarity and molality of a solution of an liquid 

(mol. wt. = 50) in aqueous solution is 9 and 10 

respectively. What is the density of solution ? 

(1) 1 g/cc (2) 0.95 g/cc 

(3) 1.35 gm/litre (4) 1.35 g/cc 

Q.35 The momentum (in kg-m/s) of photon having 6 

MeV energy is - 

(1) 3.2 × 10 –21 (2) 2.0 

(3) 1.6 × 10 –21 (4) none of these 

Q.36 Which reaction does not represent auto redox or 

disproportionation - 

(1) Cl 2 + OH – ⎯→ Cl – + 

– 

ClO 3 

+ H 2 O 

(2) 2H 2 O 2 ⎯→ H 2 O + O 2 

(3) 2Cu + ⎯→ Cu 2+ + Cu 

(4) (NH 4 ) 2 Cr 2 O 7 ⎯→ N 2 + Cr 2 O 3 + 4H 2 O 

Q.37 The specific heat of a metal is 0.836 J/g. The 

approximate at. wt. is - 

(1) 16 (2) 64 (3) 40 (4) 32 

Q.38 10 –6 M HCl is diluted to 100 times. Its pH is : 

(1) 6.0 (2) 8.0 (3) 6.95 (4) 9.5 

Q.39 For the reaction 

AB 2 (g) AB(g) + B(g) 

If α is negligible w.r.t. 1 then degree of 

dissociation (α) of AB 2 is proportional to - 

(1) 1/P (2) 1/V 

(3) 1/ P (4) 1/ V 

Q.33 lh/ks J`a[kfyr cgqyd dSls cuk;s tkrs gSa - 

(1) (CH 3 ) 2 SiCl 2 ds ty-vi?kVu rnqijkUr la?kuu 

cgqydhsdj.k 

(2) (CH 3 ) 3 SiCl ds ty-vi?kVu rnqijkUr la?kuu 

cgqydhsdj.k 

(3) CH 3 SiCl 3 ds ty-vi?kVu rnqijkUr la?kuu 

cgqydhsdj.k 

(4) ;ksxkRed cgqydhdj.k }kjk (CH 3 ) 4 Si dk ty 

vi?kVu 

Q.34 tyh; foy;u esa ,d nzo (vkf.od Hkkj = 50) ds 

foy;u dh eksyjrk rFkk eksyyrk Øe'k% 9 rFkk 10 

gSA foy;u dk ?kuRo D;k gS ? 

(1) 1 g/cc (2) 0.95 g/cc 

(3) 1.35 gm/litre (4) 1.35 g/cc 

Q.35 6 MeV ÅtkZ ;qDr QksVksu dk laosx (kg-m/s esa) D;k 

gS - 

(1) 3.2 × 10 –21 (2) 2.0 

(3) 1.6 × 10 –21 (4) buesa ls dksbZ ugha 

Q.36 dkSulh vfHkfØ;k Lor% jsMkWDl ;k fo"ekuqikru dks 

iznf'kZr ugha djrh gS - 

(1) Cl 2 + OH – ⎯→ Cl – – 

+ ClO 3 

+ H 2 O 

(2) 2H 2 O 2 ⎯→ H 2 O + O 2 

(3) 2Cu + ⎯→ Cu 2+ + Cu 

(4) (NH 4 ) 2 Cr 2 O 7 ⎯→ N 2 + Cr 2 O 3 + 4H 2 O 

Q.37 /kkrq dh fof'k"V Å"ek 0.836 J/g gSA ijek.kq Hkkj 

yxHkx gksxk - 

(1) 16 (2) 64 (3) 40 (4) 32 

Q.38 10 –6 M HCl dks 100 xq.kk ruq fd;k tkrk gSA bldh 

pH gS - 

(1) 6.0 (2) 8.0 (3) 6.95 (4) 9.5 

Q.39 vfHkfØ;k AB 2 (g) AB(g) + B(g) ;fn α, 1 ds 

lkis{k ux.; gS rks AB 2 ds fo;kstu dh ek=kk 

(α)lekquikrh gksrh gS - 

(1) 1/P (2) 1/V 

(3) 1/ P (4) 1/ V 



Q.40 A 821 mL N 2 (g) was collected over liquid water 

at 300 K and 1 atm. If vapour pressure of H 2 O is 

30 torr then moles of N 2 (g) in moist gas mixture 

is - 

(1) 0.39 (2) 0.032 (3) 0.96 (4) 0.0013 


Q.41 Select correct statement regarding Inductive 

effect - 

(1) It is a temporary effect 

(2) Correct order of reactivity 

⇒ (CH 3 ) 3 CX > (CH 3 ) 2 CHX > CH 3 CH 2 X 

(3) Correct order of Acidic Nature, 

CCl 3 COOH > CHCl 2 COOH > CH 2 ClCOOH 

(4) Correct order of –I effect 

⇒ NO 2 > Cl > COOH > OH > CN > H 

Q.42 Select correct statements about ozonolysis 

reactions - 

(1) Ozonolysis is used to detect the position and 

nature of unsaturation in a molecule 

(2) Reduction of ozonide can also be made by 

Zn/acid, H 2 -Raney Ni to carbonyl 

compounds 

O3 

(3) CH 3 CH 2 CH = CH 2 

Zn dust / H2O 

CH 3 CH 2 CHO + HCHO 

(4) A symmetrical alkene give two molecules of 

same carbonyl compounds. 

Q.43 Select correct reactions & statement : 

(1) RCOR 

Red P 

200ºC 

4HI 

⎯ ⎯⎯⎯ 

+ → RCH 2 R + H 2 O + 2I 2 

B 

(2) 2R – CH = CH 2 ⎯ 2H → 6 2(RCH 2 CH 2 ) 3 B 

⎯⎯ 

CH ⎯⎯ 

3COOH 

→ 6RCH 2 CH 3 

(3) C 6 H 14 

Cr2O3 

/ Al2O3 

⎯⎯⎯⎯ 

600ºC/15atm 

⎯ → + 4H 2 

(4) Order of boiling point 

⇒ hexane > pentane > heptane 

Q.40 821 mL N 2 (g) dks 300 K rFkk 1 atm ij ty ds 

Åij ,df=kr fd;k tkrk gSA ;fn H 2 O dk ok"i nkc 

30 torr gS rks ue xSl feJ.k esa N 2 (g) ds eksy gksxsa - 

(1) 0.39 (2) 0.032 (3) 0.96 (4) 0.0013 


Q.41 fuEu esa ls fdrus dFku izsjf.kd izHkko ds lUnHkZ esa 

lgh gSa - 

(1) ;g vLFkk;h izHkko gS 

(2) fØ;k'khyrk dk lgh Øe gS 

⇒ (CH 3 ) 3 CX > (CH 3 ) 2 CHX > CH 3 CH 2 X 

(3) vEyh; izd`fr dk lgh Øe gS 

CCl 3 COOH > CHCl 2 COOH > CH 2 ClCOOH 

(4) –I izHkko dk lgh Øe 

⇒ NO 2 > Cl > COOH > OH > CN > H 

Q.42 fuEu esa ls fdrus vkstksuh vi?kVu vfHkfØ;k ds 

lUnHkZ esa lgh gS - 

(1) vkstksuhvi?kVu dh lgk;rk ls fdlh v.kq esa 

vlar`Irk ,oa mldh fLFkfr Kkr djus ds fy, 

iz;qDr fd;k tkrk gS 

(2) vkstksukbM dk vip;u Zn/vEy, H 2 -jsus Ni ls 

djds Hkh dkcksZfuy ;kSfxdksa esa cnyk tk ldrk gS 

O3 

(3) CH 3 CH 2 CH = CH 2 

Zn dust / H2O 

CH 3 CH 2 CHO + HCHO 

(4) lefer ,Ydhu] leku dkcksZfuy ;kSfxdksa ds nks 

v.kq nsrs gSa 

Q.43 lgh vfHkfØ;k,sa ,oa dFku pqfu;s : 

(1) RCOR 

Red P 

200ºC 

4HI 

⎯ ⎯⎯⎯ 

+ → RCH 2 R + H 2 O + 2I 2 

B 2 H 

(2) 2R – CH = CH 2 ⎯ → 6 2(RCH 2 CH 2 ) 3 B 

⎯⎯ 

CH ⎯⎯ 

3COOH 

→ 6RCH 2 CH 3 

(3) C 6 H 14 

Cr2O3 

/ Al2O3 

⎯⎯⎯⎯ 

600ºC/15atm 

⎯ → + 4H 2 

(4) DoFkukad dk Øe 

⇒ gsDlsu > is.Vsu > gsIVsu 



Q.44 Select correct statement of wurtz reaction - 

(1) If Zn is used in place of Na, the reaction is 

named as Frankland method. 

(2) Methane can not be obtained by this method 

(3) This reaction fails in case of tertiary halides 

(4) Compounds containing functional group 

–OH, –COOH can not be used 

Q.45 Select correct Statements of IUPAC Names - 

(1) CH 3 OCH 

(2) CH 3 – CH – 

| 

Cl 

CH 3 

CH 3 

IUPAC name ⇒ 

2-methoxy propane 

CH 

NO | − C –O–C 2 H 5 IUPAC ⇒ 

2 O || 

3-chloro-1-ethoxy-2-nitro butanoate 

(3) CH 3 –CH 2 – 

O || C –O– 

O || C –CH 2 –CH 3 

propanoic anhydride 

(4) CH 3 –CH 2 –OH IUPAC ⇒ Grain alcohol 

Q.44 o`VZt vfHkfØ;k ds lUnHkZ esa lgh dFku pqfu;s - 

(1) ;fn Zn, dks Na ls izfrLFkkfir fd;k tkrk gS] 

bls Ýsadys.M fof/k dgrs gSa 

(2) esFksu dks bl fof/k }kjk izkIr ugha fd;k tk 

ldrk gS 

(3) ;g vfHkfØ;k r`rh;d gsykbM dh fLFkfr esa ugha 

gksrh gS 

(4) –OH, –COOH fØ;kRed lewg ;qDr ;kSfxd 

iz;qDr ugha fd;s tk ldrs 

Q.45 IUPAC ukeksa ds lUnHkZ esa lgh dFku gS - 

CH 3 

(1) CH 3 OCH IUPAC uke ⇒ 

CH 3 

2-esFkkWDlh izksisu 

(2) CH 3 – CH – CH 

| 

Cl NO | − C –O–C 2 H 5 IUPAC ⇒ 

2 O || 

3-Dyksjks-1-,FkkWDlh-2-ukbVªks C;wVsuks,V 

(3) CH 3 –CH 2 – C –O– 

O || C –CH 2 –CH 3 

O || 

izksisuksbd ,ugkbMªkbM 

(4) CH 3 –CH 2 –OH IUPAC ⇒ /kku ,YdksgkWy 

Q.46 In an isothermal ideal gas expansion : 

(1) w = 0 (2) U 1 = U 2 

(3) H 1 = H 2 (4) q = nRT ln 

V 

V 

2 

1 

Q.46 vkn'kZ xSl ds lerkih; izlkj esa gksrk gS : 

(1) w = 0 (2) U 1 = U 2 

(3) H 1 = H 2 

V 

(4) q = nRT ln 

V 

2 

1 

Q.47 Increase in the pressure for the following 

equilibrium : H 2 O(l) H 2 O(g), result in the - 

(1) formation of more H 2 O(l) 

(2) formation of more H 2 O(g) 

(3) increase in b.p. of H 2 O(l) 

(4) decrease in b.p. of H 2 O(l) 

Q.47 fuEu lkE; esa] nkc o`f) ds ifj.kkeLo:i gksrk gS : 

H 2 O(l) H 2 O(g) 

(1) H 2 O(l) dk vf/kd fuekZ.k 

(2) H 2 O(g) dk vf/kd fuekZ.k 

(3) H 2 O(l) ds DoFkukad esa o`f) 

(4) H 2 O(l) ds DoFkukad esa deh 



Q.48 If concentration of two weak acids are different 

and D.O.I. (α) are very less then their relative 

strength can be compared by - 

+ 

[H ] 1 

α1 

(1) 

(2) 

+ 

[H ] 

α 

(3) 

C1α 

C α 

2 

1 

2 

2 

(4) 

Q.49 Which are the set of amphiprotic species ? 

(1) H 2 O, 

(2) 

2− 

HPO 4 , 

− 

2 PO 2 

H , 2− 

HPO 

− 

2 PO 4 

− 

HCO 3 

4 

K 

K 

2 

a1 

a 2 

(3) H , H − 

, HC − 

(4) 

− 

HPO 3 , H 2 O, 

2 PO 3 

2− 

CO 3 

2 O 4 

Q.50 The angular momentum of electron can have the 

value (s) : 

h 

(1) 0.5 π 

h 

(2) π 

(3) (4) 2.5 

BIOLOGY 


h 

0.5π 

C 

C 

1 

2 

h 

0.5π 

Q.51 An innovative professor who wanted to give a 

live demonstration of a physiological process 

filled a glass bottle with previously moistened 

gram seed, screw capped the bottle and kept it 

away in corner and resumed his lecture, there 

was a sudden explosion with glass piece of bottle 

thrown around. Which of the following 

phenomenon did the professor want to 

demonstrate - 

(1) Diffusion (2) osmosis 

(3) Imbibation (4) 2 & 3 both 

Q.52 A cell has 23 pair of chromosomes just after 

completion of mitotic telophase. The number of 

chromatid at the preceeding metaphase was - 

(1) 23 (2) 46 (3) 92 (4) 69 

Q.48 ;fn nks nqcZy vEyksa dh lkUnzrk,sa vleku rFkk 

vk;uu dh ek=kk (α) cgqr de gks] rks budh 

lkisf{kd lkeF;Z dh rqyuk fuEu esa ls fdl izdkj 

O;Dr dh tk ldrh gS - 

(1) 

(3) 

[H 

[H 

2 

+ 

] 1 

+ 

] 2 

C1α 

C α 

1 

2 

α1 

(2) 

α2 

K a C 

1 

(4) 

K C 

Q.49 fuEu esa ls dkSulk leqPp; mHk;izksfVd Lih'khtksa dk 

gS ? 

− 

(1) H 2 O, H 2 PO 4 , 2− 

HPO 4 

2− − 

(2) HPO 4 , HCO 3 

− 

(3) H , H − 

, HC − 

(4) 

2 PO 2 

− 

HPO 3 , H 2 O, 

2 PO 3 

2− 

CO 3 

2 O 4 

Q.50 bysDVªkWu ds dks.kh; laosx dk eku gks ldrk gS : 

h h h 

h 

(1) 0.5 (2) (3) (4) 2.5 

π π 0.5π 0.5π 

BIOLOGY 


Q.51 ,d iz;ksx/kehZ O;k[;krk dkf;Zdh izfØ;k ij ,d 

ltho izn'kZu djuk pkgrk gSA og ,d dk¡p dh 

cksry dks ue pus ds chtksa ls Hkjrk gSA cksry dks 

can djds dksus esa j[k nsrk gS ,oa viuh O;k[;k iqu% 

izkjEHk djrk gSA ogka cksry esa vpkud foLQksV gks 

tkrk gS ,oa dk¡p ds VqdM+s pkjks vksj fc[kj tkrs gSA 

fuEu esa ls dkSulh ifj?kVuk O;k[;krk iznf'kZr djuk 

pkgrk Fkk - 

(1) folj.k (2) ijklj.k 

(3) vUr%pw"k.k (4) 2 o 3 nksuksa 

Q.52 ,d dksf'kdk esa lelw=k.k VhyksQst ds Bhd i'pkr~ 

23 tksaM+h xq.klw=k gksrs gSA vkus okyh esVkQst esa 

ØksesfVM dh la[;k gksxh- 

(1) 23 (2) 46 (3) 92 (4) 69 

a 2 

1 

2 



Q.53 i. Eukaryotes 

ii. Cell wall present 

iii. Nuclear membrane present 

iv. Sexual reproduction present 

v. Autotrophic mode of nutrition 

How many kingdom in Whittekar classification 

have above mentioned all character- 

(1) Two (2) Three (3) Four (4) One 

Q.54 Endospermic seeds are present is - 

(1) Castor (2) onion 

(3) orchids (4) 1 & 2 both 

Q.55 First step of taxonomy is - 

(1) Description (2) Identification 

(3) Nomenclature (4) Classification 

Q.56 Choose the minerals whose deficiency is 

responsible for the symptoms of crickle leaf 

disease, which occurs due to toxicity of Mn : 

(1) Cu, Mn, Fe (2) Fe, Mg, Ca 

(3) N, Co, Zn (4) Mg, Mo, Mn 

Q.57 I. Initial carboxylation product 

II. Cell types participate in CO 2 fixation 

III. Primary carboxylase enzyme 

IV. Primary CO 2 acceptor 

V. ATP required for assimilation of 1 CO 2 

molecule 

Choose the correct option of C 3 and C 4 plant 

C 3 

plant 

I II III IV 

C 4 

plant 

C 3 

plant 

C 4 

plant 

C 3 

plant 

C 4 

plant 

C 3 

plant 

C 4 

plant 

C 3 

plant 

(1) 

RuBp PEP 1 2 RUBISCO PEPCase PGA OAA 3 5 

(2) 

PGA OAA 1 2 RUBISCO PEPCase RuBp PEP 3 5 

(3) 

PGA OAA 1 2 RUBISCO PEPCase PEP RuBp 3 5 

(4) 


V 

C 4 

plant 

Q.53 i. ;wdsfj;ksV~l 

ii. dksf'kdk fHkfÙk mifLFkfr 

iii. dsUnzd f>Yyh mifLFkfr 

iv. ySafxd tuu mifLFkfr 

v. iks"k.k dk izdkj Loiks"kh 

okbVsdj ds ofxZdj.k esa fdrus txr mijksDr lHkh 

y{k.k j[krs gS - 

(1) nks (2) rhu (3) pkj (4) ,d 

Q.54 Hkzw.kiks"kh; cht mifLFkr gksrs gS - 

(1) vj.Mh esa (2) I;kt esa 

(3) vkfdZM esa (4) 1 o 2 nksuksa esa 

Q.55 ofxZdh dk izFke pj.k gS - 

(1) o.kZu (2) igpku 

(3) ukedj.k (4) oxhZdj.k 

Q.56 [kuht rRoksa dk p;u dhft, ftudh deh fØdy 

(Crickle) i.kZ jksx ds y{k.kksa ds fy, mÙkjnk;h gS] 

tks Mn dh fo"kkyqrk ds dkj.k gksrh gS : 

(1) Cu, Mn, Fe (2) Fe, Mg, Ca 

(3) N, Co, Zn (4) Mg, Mo, Mn 

Q.57 I. izkjafEHkd dkcksZfDlyhdj.k mRikn 

II. dksf'kdk izdkj tks CO 2 fLFkjhdj.k esa Hkkx ysrh gS 

III. izkFkfed dkcksZfDlyst ,atkbe 

IV. izkFkfed CO 2 xzkgh 

(1) 

(2) 

(3) 

(4) 

V. ,d v.kq CO 2 ds Lokaxhdj.k gsrq vko';d ATP 

C 3 ,oa C 4 ikniksa ds fy;s lgh fodYi dk pquko dhft, 

C3 

ikni 

I II III IV 

C4 

ikni 

C3 

ikni 

C 4 

ikni 

C3 

ikni 

C4 

ikni 

C 3 

ikni 

C 4 

ikni 

C3 

ikni 


PGA OAA 1 2 RUBISCO PEPCase RuBp PEP 3 5 

PGA OAA 1 2 RUBISCO PEPCase PEP RuBp 3 5 


V 

C 4 

ikni 



Q.58 Hyaline cartilage forms embryonic skeleton. But 

in adults it is present in all except- 

(1) Tip of nose (2) Nasal septum 

(3) Sternal part of ribs (4) Larynx 

Q.59 Blood vessel leaving glomerulus in a 

mammalian nephrons is called 

(1) Afferent arteriole and is narrower than the 

vessel leaving it. 

(2) Efferent venule and is narrower than the 

vessel leaving it 

(3) Efferent arteriol and is narrower than the 

under than the vessel entering in it 

(4) Renal artery and is under than the vessel 

entering in it 

Q.60 Which of the following processes is helped by 

bile salts - 

(1) 

Nucleic acid Nucleotides 

Nuclease 

Q.58 dkapkHk mikfLFk Hkzw.kh; dadky dk fuekZ.k djrh gSA 

ysfdu O;Ld esa ;g fuEu esa ls ,d dks NksM+dj lHkh 

esa ik;h tkrh gS] og gS - 

(1) ukd dk f'k"kZ (2) uklk iê 

(3) iLkyh dk mjksfLFky Hkkx (4) ysfjaDl 

Q.59 Lru/kkfj;ksa ds usÝkWUl ds Xykses:yl fudyus okyh 

:f/kj okfguh gS 

(1) ,QjsUV /kefudk rFkk ;g vUnj vkus okyh 

ufydk ls iryh gksrh gS 

(2) bQjsUV f'kfjdk rFkk ;g ckgj vkus okyh :f/kj 

okfguh ls iryh gksrh gS 

(3) bQjsUV /kefudk rFkk ;g vUnj vkus okyh 

ufydk ls iryh gksrh gS 

(4) o`Ddh; /keuh rFkk ;g vUnj vkus okyh okfguh 

ls pkSM+h gksrh gS 

Q.60 fuEu eas ls dkSulh izfØ;k fiÙk yo.k ds }kjk 

lgk;d ds :i esa gksrh gS - 

(1) 

Nucleic acid Nuclease 

Nucleotides 

Nucleotidase 

Nucleosides 

Sugar + bases 

Nucleosidase 

(2) Sucrose ⎯⎯→ 

Glucose + Fructose 

⎯ Sucrase 

(3) Fats ⎯→ Emulsified fat ⎯⎯ 

→ Diglycerides 

Pr oteins ⎫ 

⎪ 

(4) Peptones ⎬ 

Pr oteoses⎪ 

⎭ 

⎯ Lipase 

+ Monoglycerides 

Trypsin/Ch ymotrypsin Dipeptides 

Carboxypeptidase 

Nucleotidase 

Nucleosides 

(2) lwØkst ⎯⎯→ 

Xywdksl + ÝDVksl 

⎯ Sucrase 

Sugar + bases 

Nucleosidase 

(3) olk ⎯→ ik;lhd`r olk ⎯⎯ 

→ MkbXykblhjkbM~l 

Pr oteins ⎫ 

⎪ 

(4) Peptones ⎬ 

Pr oteoses⎪ 

⎭ 

⎯ Lipase 

+ eksuksXykblhjkbM~l 

Trypsin/Ch ymotrypsin Dipeptides 

Carboxypeptidase 



Q.61 The lungs expand in inspiration / inhalation 

because - 

(1) Diaphragm contracts upward 

(2) The volume of thoracic cavity increases 

(3) External intercostals muscles relax 

(4) Diaphragm relaxes 

Q.62 A = Auricle 

V = Ventricle 

Following are figures of hearts in different 

animals 

A A A A A A A 

V V V V V 

I II III IV 

Identify with their characteristic hearts 

I II III IV 

(1) Fishes Reptiles All reptiles Birds, 

Mammals 

(2) Fishes Birds Reptiles,birds Mammal 

(3) Fishes Amphibians 

Reptiles 

(4) Fishes Crocodile Amphibians, 

Reptiles 

Crocodiles, 

Birds, 

Mammal 

Birds, 

Mammals 

Q.61 vUr%'olu@'okl ysus esa QqQl QSyrk gS D;ksafd - 

(1) ruqiV Åij dh vksj gksrk gS 

(2) o{kh; xqgk dk vk;ru c the volume of 

both ventricles 

(2) The volume of both ventricle > The volume 

of both atria 

(3) The volume of both atria = the volume of 

both ventricles 

(4) Ventricles are upper chambers and atria are 

lower chambers in our heart 

Q.64 Different components of reflex arc are given 

below - 

I. Effector organ II. Interneuron 

III. Motor neuron IV. Sensory neuron 

V. Sensory receptor 

choose the correct order an action 

potential follows after a sensory receptor is 

stimulated - 

(1) V, IV, III, II, I (2) V, IV, II, III, I 

(3) V, III, IV, I, II (4) V, II, IV, III, I 


Q.63 fuEu eas ls dkSulk ekuo ân; ds ckjs eas lR; gS ? 

(1) nksuksa vkfyUnksa dk vk;ru > nksuksa fuy;ksa dk 

vk;ru 

(2) nksuks fuy;ksa dk vk;ru > nksuksa vkfyUnksa dks 

vk;ru 

(3) nksuksa vkfyUnksa dk vk;ru = nksuksa fuy;ksa dk 

vk;ru 

(4) fuy; Åijh d{k rFkk vkfyUn fupys d{k 

gksrs gSA 

Q.64 uhps izfro`Ùk pki ds fofHkUu ?kVd fn;s x;s gS & 

I. izHkkoh vax II. bUVjU;wjksu 

III. izsjd ;k pkyd raf=kdk IV. laosnh raf=kdk 

V. laosnh xzkgh 

laosn xzkgh míhiu dks muds fØ;k'khy foHko ds 

vk/kkj ij lgh Øe dk p;u djks & 

(1) V, IV, III, II, I (2) V, IV, II, III, I 

(3) V, III, IV, I, II (4) V, II, IV, III, I 


Q.65 Hamburger phenomenon is also known as - 

(1) Hydrogen shift mechanism 

(2) Chloride shift mechanism 

(3) Carbonic acid shift mechanism 

(4) Sodium-potassium pump 


Q.66 Which of the following is a common character 

between bacteria and diatom 

(1) Presence of cell wall 

(2) Presence of DNA & RNA 

(3) Type of cell wall 

(4) Plasmid 

Q.67 Which of the following are true regarding 

anaphase - 

(1) Each chromosome move towards equatorial 

plate 

(2) centromere of each chromosome is towards 

poles 

(3) daughter chromosome move towards 

opposite pole 

(4) segregation of Mendellian factor occur 

Q.68 Which of the following is not correct - 

(1) Lysosome contain enzyme for digestion of all 

macromolecule 

(2) Lipoproteins are synthesized in endoplasmic 

reticulam 

(3) golgi body is a membranous organelle 

composed of flattened vesicle 

(4) Centriole form the basal body of cillia only 

Q.69 Cell organelle which have electron transport 

system in eukaryots - 

(1) Mitochondria (2) Chloroplast 

(3) Golgi body (4) Nucleus 

Q.65 gSEcxZj dh ?kVuk dk vU; uke D;k gS - 

(1) gkbMªkstu f'kV fof/k 

(2) DyksjkbM f'kV fof/k 

(3) dkcksZfud vEy f'kV fof/k 

(4) lksfM;e iksVsf'k;e iEi 


Q.66 fuEu esa ls dkSulk thok.kq ,oa Mk;,Ve ds e/; 

lkekU; y{k.k gS - 

(1) dksf'kdk fHkfÙk dh mifLFkfr 

(2) DNA ,oa RNA dh mifLFkfr 

(3) dksf'kdk fHkfÙk dk izdkj 

(4) IykfTeM 

Q.67 fuEu esa ls dkSulk ,ukQst ds laca/k esa lgh gS ? 

(1) izR;sd xq.klw=k va{kk'kh; IysV dh vksj xfr djrk 

gSA 

(2) izR;sd xq.klw=k dk lsUVªkseh;j /kzqo dh vksj 

(3) iq=kh xq.klw=k foifjr /kzqoksa dh vksj xfr djrs gSA 

(4) es.Msfy;u dkjd dk i`FkDdj.k ik;k tkrk gSA 

Q.68 fuEu esa ls dkSulk lgh ugha gS - 

(1) yk;lkslkse esa o`gn~ v.kqvksa ds ikpu ds lHkh 

,Utkbe gksrs gSA 

(2) ykbiksizkVhu vUr% iznO;h tkfydk esa la'ysf"kr 

gksrs gSA 

(3) xkWYthdk; f>Yyhe; vaxd gS tks fd piVh 

iqfVdkvksa ls feydj cuk gksrk gSA 

(4) rkjddsUnz dsoy i{ekfHkdk dh vk/kkj dk; 

cukrh gSA 

Q.69 ;wdsfj;ksfVd dksf'kdk vaxd ftuesa bysDVªkWu ifjogu 

ra=k gksrk gS - 

(1) ekbVksdkWf.Mª;k (2) gfjryod 

(3) xkWYthdk; (4) dsUnzd 



Q.70 Read the following statement regarding heart 

wood carefully and select the incorrect 

statement- 

(1) This wood comprised dead element with non 

lignified wall 

(2) It is light in colour and involved in water 

conduction 

(3) It is hard, durable and resistant to attack of 

micro organism 

(4) It is the greater part of secondary xylem 

Q.70 vUr% dk"B ls lEcfU/kr fn;s x;s dFkuksa dks 

/;kuiwoZd if

Q.74 Which is incorrect w.r.t. pheretima - 

(1) Testes are one pair located in 10-11 

segments. 

(2) Ovaries are one pair located in 13-14 

segments 

(3) Seminal vesicles are two pairs 

(4) Spermathecae are located in 5/6/7/8 

segments 

Q.75 Carbonic anhydrase absent in - 

(1) Lymphocytes (2) Blood plasma 

(3) RBC (4) Leucocytes 

MATHEMATICS 


OR 

Q.51 On the portion of the straight line x + y = 3 

which is intercepted between the axes, a square 

is constructed, away from the origin, with this 

portion as one of its side. If p denotes the 

perpendicular distance of a side of this square 

from the origin, then the maximum value of p 

is - 

3 9 

(1) 3 2 (2) (3) (4) 9 2 

2 2 

Q.52 The equation of the circle of radius 2 2 whose 

centre lies on the line x – y = 0 and which 

touches the line x + y = 4 and whose centre's 

coordinates satisfy the inequality x + y > 4 is - 

(1) x 2 + y 2 – 8x – 8y + 24 = 0 

(2) x 2 + y 2 = 8 

(3) x 2 + y 2 – 8x + 8y = 24 

(4) none of these 

Q.53 If A and B are acute positive angles satisfying 

the equation 

3sin 2 A + 2sin 2 B = 1 and 3 sin 2A – 2 sin 2B = 0 

then A + 2B is equal to - 

π π π 3π 

(1) (2) (3) (4) 

4 2 3 4 

Q.74 QsjsfVek ds fy, Øe'k% dkSulk lgh ugha gS - 

(1) o`"k.k ,d tksM+h tks 10-11 osa [k.M esa fLFkr gksrs gS 

(2) v.Mk'k; ,dtksM+h tks 13-14 osa [k.M esa fLFkr 

(3) 'kqØk'k; nks tksM+h gksrs gS 

(4) 'kqØxzkfgdk 5/6/7/8 osa [k.M esa fLFkr gksrh gS 

Q.75 dkcksZfud ,UkgkbMªst vuqifLFkr gksrk gS - 

(1) fyEQkslkbV~l esa (2) jDr IykTek esa 

(3) RBC esa (4) Y;qdkslkbV~l esa 

MATHEMATICS 


Q.51 ljy js[kk x + y = 3 ds ml Hkkx tks v{kksa ds e/; 

vUr%[kf.Mr gS] dks oxZ dh ,d Hkqtk ysdj ewyfcUnq 

ds foijhr vksj ,d oxZ cuk;k tkrk gSA ;fn p bl 

oxZ dh ,d Hkqtk dh ewyfcUnq ls yEcor~ nwjh dks 

O;Dr djrk gS] rc p dk vf/kdre eku gS- 

3 9 

(1) 3 2 (2) (3) (4) 9 2 

2 2 

Q.52 ml o`Ùk dk lehdj.k ftldh f=kT;k 2 2 gS ,oa dsUnz 

js[kk x – y = 0 ij fLFkr gS rFkk tks js[kk 

x + y = 4 dks Li'kZ djrk gS ,oa ftlds dsUnz ds 

funsZ'kkad vlfedk x + y > 4 dks lUrq"V djrs gS] gksxk - 

(1) x 2 + y 2 – 8x – 8y + 24 = 0 

(2) x 2 + y 2 = 8 

(3) x 2 + y 2 – 8x + 8y = 24 


Q.53 ;fn A rFkk B /kukRed U;wudks.k gS tks lehdj.k 

3sin 2 A + 2sin 2 B = 1 rFkk 3 sin 2A – 2 sin 2B = 0 

dks lUrq"V djrs gS] rc A + 2B cjkcj gS - 

π π π 3π 

(1) (2) (3) (4) 

4 2 3 4 



Q.54 If x = α, β satisfies both the equation 

cos 2 x + a cosx + b = 0 and sin 2 x + p sinx + q = 0 

then the relation between a, b, p and q is - 

(1) 1 + b + a 2 = p 2 – q – 1 

(2) a 2 + b 2 = p 2 + q 2 

(3) b + q = a 2 + p 2 – 2 


Q.55 The values of x between 0 and 2π which satisfy 

2 

the equation sinx 8cos x = 1 are in A.P. The 

common difference of A.P. is - 

π π 3π 5π 

(1) (2) (3) (4) 

8 4 8 8 

Q.56 A line bisecting the ordinate PN of a point 

P(at 2 , 2at), t > 0 on the parabola y 2 = 4ax is 

drawn parallel to the axis to meet the curve at Q. 

If NQ meets the tangent at the vertex at the point 

T then the co-ordinates of T are - 

⎛ 4 ⎞ 

(1) ⎜0 , at⎟ (2) (0, 2at) 

⎝ 3 ⎠ 

1 2 

⎛ ⎞ 

(3) ⎜ at ,at⎟ ⎝ 4 ⎠ 

(4) (0, at) 

Q.57 If F 1 = (3, 0) and F 2 = (–3, 0) and P is any point 

on the curve 16x 2 + 25y 2 = 400 then PF 1 + PF 2 

equals - 

(1) 8 (2) 6 (3) 10 (4) 12 

Q.58 If equation (x ±1) 2 + (y ±1) 2 = 1 represents four 

circles then equation of circle which touches 

these four circles internally, is - 

(1) x 2 + y 2 = 3 − 2 2 (2) x 2 + y 2 = 3 + 2 2 

(3) x 2 + y 2 = 2 2 − 3 (4) x 2 + y 2 = 1+ 2 

Q.54 ;fn x = α, β nksuksa lehdj.kksa cos 2 x + a cosx + b = 0 

,oa sin 2 x + p sinx + q = 0 dks lUrq"V djrs gS] rc 

a, b, p ,oa q ds e/; lEcU/k gS - 

(1) 1 + b + a 2 = p 2 – q – 1 

(2) a 2 + b 2 = p 2 + q 2 

(3) b + q = a 2 + p 2 – 2 


Q.55 0 ,oa 2π ds e/; x ds eku tks lehdj.k 

2 

sinx 8cos x = 1 dks lUrq"V djrs gS] l-Js- esa gSA 

rc l-Js- dk lkoZvUrj gS - 

π π 3π 5π 

(1) (2) (3) (4) 

8 4 8 8 

Q.56 ijoy; y 2 = 4ax ij fLFkr fcUnq P(at 2 , 2at), t > 0 

dh dksfV PN dks lef}Hkkftr djus okyh ,d js[kk] 

v{k ds lekUrj [khaph xbZ gS tks oØ dks Q ij 

feyrh gSA ;fn NQ 'kh"kZ ij [khpha xbZ Li'kZjs[kk dks 

fcUnq T ij feyrh gS] rc T ds funZs'kkad gS - 

⎛ 4 ⎞ 

(1) ⎜0 , at⎟ (2) (0, 2at) 

⎝ 3 ⎠ 

1 2 

⎛ ⎞ 

(3) ⎜ at ,at⎟ ⎝ 4 ⎠ 

(4) (0, at) 

Q.57 ;fn F 1 = (3, 0) ,oa F 2 = (–3, 0) rFkk P oØ 

16x 2 + 25y 2 = 400 ij fLFkr dksbZ fcUnq gS] rc 

PF 1 + PF 2 cjkcj gS - 

(1) 8 (2) 6 (3) 10 (4) 12 

Q.58 ;fn lehdj.k (x ±1) 2 + (y ±1) 2 = 1 pkj o`Ùkksa dks 

iznf'kZr djrh gS] rc bu pkj o`Ùkksa dks vUr% Li'kZ 

djus okys o`Ùk dk lehdj.k gS - 

(1) x 2 + y 2 = 3 − 2 2 (2) x 2 + y 2 = 3 + 2 2 

(3) x 2 + y 2 = 2 2 − 3 (4) x 2 + y 2 = 1+ 2 



Q.59 If a and b (≠ 0) are the roots of the equation 

x 2 + ax + b = 0, then the least value of 

x 2 + ax + b (x ∈ R) is - 

4 9 3 

(1) 2 (2) (3) – (4) 9 4 2 

Q.60 If 1 2 + 2 2 + 3 2 + ....+ 2003 2 = (2003) (4007) (334) 

and (1) (2003) + (2) (2002) + (3) (2001) + .... + 

(2003) (1) = (2003) (334) (x), then x 

equals - 

(1) 2005 (2) 2004 (3) 2003 (4) 2001 

Q.61 The minimum value of 

positive real numbers x, y, z is - 

(1) 2 (2) 2 2 

(3) 4 2 (4) 8 2 

x 

4 

4 

+ y + z 

xyz 

Q.62 2m white counters and 2n red counters are 

arranged in a straight line with (m + n) counters 

on each side of a central mark. The number of 

ways of arranging the counters, so that the 

arrangements are symmetrical with respect to the 

central mark, is - 

(1) m+n C m (2) 2m+2n C 2m 

1 ( m + n)! 

(3) (4) none of these 

2 m!n! 

20 

Q.63 The value of ∑r (20 − r) ( 20 C r ) 2 is equal to - 

r= 

0 

(1) 400 39 C 20 (2) 400 40 C 19 

(3) 400 39 C 19 (4) 400 38 C 20 

2 

for 

Q.64 In the expansion of ( 4 9 + 6 8 ) 500 the number of 

terms which are integral is - 

(1) 250 (2) 43 

(3) 251 (4) 44 

Q.65 If a variable takes the values 0, 1, 2, 3, ...... n 

with frequencies 

n C 0 , 

n C 1 , 

n C 2 , .... 

n C n 

respectively then variance of distribution is - 

(1) n (2) 

n 

2 

(3) 2 

n 

(4) 4 

n 

Q.59 ;fn a ,oa b (≠ 0) lehdj.k x 2 + ax + b = 0 ds ewy 

gSa, rc x 2 + ax + b (x ∈ R) dk U;wure eku gS - 

4 9 3 

(1) 2 (2) (3) – (4) 9 4 2 

Q.60 ;fn 1 2 + 2 2 + 3 2 + ....+ 2003 2 = (2003) (4007) (334) 

,oa (1) (2003) + (2) (2002) + (3) (2001) + .... 

+ (2003) (1) = (2003) (334) (x), rc x dk eku gS - 

(1) 2005 (2) 2004 (3) 2003 (4) 2001 

Q.61 /kukRed okLrfod la[;kvksa x, y, z ds fy, 

x 

4 

4 

+ y + z 

xyz 

2 

dk U;wure eku gS - 

(1) 2 (2) 2 2 (3) 4 2 (4) 8 2 

Q.62 2m lQsn ladsrdksa rFkk 2n yky ladsrdksa dks ,d 

ljy js[kk esa e/; fpUg~ ds izR;sd vksj 

(m + n) ladsrdksa dks O;ofLFkr djuk gSA ladsrdksa 

dks O;ofLFkr djus ds rjhdksa dh la[;k rkfd e/; 

fpUg~ ds lkis{k O;oLFkk, lefer gks] gksxh - 

(1) m+n C m (2) 2m+2n C 2m 

1 ( m + n)! 

(3) (4) buesa ls dksbZ ugha 

2 m!n! 

20 

Q.63 ∑r (20 − r) ( 20 C r ) 2 dk eku gS - 

r= 

0 

(1) 400 39 C 20 (2) 400 40 C 19 

(3) 400 39 C 19 (4) 400 38 C 20 

Q.64 ( 4 9 + 6 8 ) 500 ds izlkj esa iw.kkZad inksa dh la[;k 

gS - 

(1) 250 (2) 43 (3) 251 (4) 44 

Q.65 ;fn ,d pj] 0, 1, 2, 3, ...... n eku ysrk gS ftudh 

ckjEckjrk,sa Øe'k% n C 0 , n C 1 , n C 2 , .... n C n gS] rc caVu 

dk izlj.k gksxk - 

(1) n (2) 

n 

2 

(3) 2 

n 

(4) 4 

n 




Q.66 The equation 

in the - 

sin 2 x cos x 

81 + 81 2 

= 30 has two roots 

(1) I quadrant (2) II quadrant 

(3) III quadrant (4) IV quadrant 

Q.67 Let there be two parabolas with the same axis, 

focus of each being exterior to the other and 

latus rectum being 4a and 4b. The locus of the 

middle points of the intercepts between the 

parabolas made on the lines parallel to the 

common axis is a - 

(1) straight line if a = b 

(2) parabola if a ≠ b 

(3) parabola for all a, b 


Q.68 If A and B are two points on the circle 

x 2 + y 2 – 4x + 6y – 3 = 0 which are farthest and 

nearest respectively from the point (7, 2) then - 

(1) A = (2 – 2 2 , – 3 – 2 2 ) 

(2) B = (2 + 2 2 , – 3 + 2 2 ) 

(3) A = (2 + 2 2 , –3 + 2 2 ) 

(4) B = (2 – 2 2 , –3 + 2 2 ) 


sin x 

Q.66 lehdj.k 81 2 cos x 

+ 81 2 

= 30 ds nks ewy gS - 

(1) I prqFkkZa'k esa (2) II prqFkkZa'k esa 

(3) III prqFkkZa'k esa (4) IV prqFkkZa'k esa 

Q.67 ekuk nks ijoy; gS ftuds v{k leku gS] izR;sd dh 

ukfHk nwljs ds ckgj fLFkr gS rFkk ukfHkyEc 4a ,oa 4b 

gSA mHk;fu"B v{k ds lekUrj js[kkvksa ij ijoy;ksa ds 

e/; cus vUr%[k.Mkas ds e/; fcUnqvksa dk fcUnqiFk gS- 

(1) ,d ljy js[kk ;fn a = b 

(2) ,d ijoy; ;fn a ≠ b 

(3) lHkh a, b ds fy, ,d ijoy; 


Q.68 ;fn A rFkk B o`Ùk x 2 + y 2 – 4x + 6y – 3 = 0 ij nks 

fcUnq gS tks fcUnq (7, 2) ls Øe'k% nwjLFk rFkk 

fudVLFk gS] rc - 

(1) A = (2 – 2 2 , – 3 – 2 2 ) 

(2) B = (2 + 2 2 , – 3 + 2 2 ) 

(3) A = (2 + 2 2 , –3 + 2 2 ) 

(4) B = (2 – 2 2 , –3 + 2 2 ) 

Q.69 If f(x) = 27x 3 + 

1 

3 and α, β are the roots of 

x 

Q.69 ;fn f(x) = 27x 3 + 

1 

3 

x 

rFkk α, β lehdj.k 

3x + x 

1 = 2 then - 

(1) f(α) = f(β) (2) f(α) = 0 

(3) f(β) = –10 (4) f(α) = 10 

3x + 

x 

1 = 2 ds ewy gS] rc - 

(1) f(α) = f(β) (2) f(α) = 0 

(3) f(β) = –10 (4) f(α) = 10 



Q.70 The straight lines x + y = 0, 3x + y – 4 = 0 and 

x + 3y – 4 = 0 form a triangle which is - 

(1) Isosceles 

(2) Right angled 

(3) Obtuse angled 

(4) Equilateral 

Q.71 The graph of exp. ax 2 + bx + c (a, b, c ∈ R) with 

vertex on y-axis as shown in figure. Then which 

is correct - 

y 

Q.70 js[kk,sa x + y = 0, 3x + y – 4 = 0 rFkk 

x + 3y – 4 = 0 ,d f=kHkqt cukrh gS tks gS - 

(1) lef}ckgq 

(2) ledks.k 

(3) vf/kd dks.k 

(4) leckgq 

Q.71 O;atd ax 2 + bx + c (a, b, c ∈ R) ftldk 'kh"kZ 

y-v{k ij fLFkr gS] dk xzkQ fuEu fp=k esa n'kkZ;k 

x;k gS] rc dkSulk dFku lgh gS - 

y 

O 

(1) product of roots of corresponding equation is 

+ve 

(2) discriminant of Q.E. is –ve 

(3) nothing can say about sum of roots whether 

+ve, –ve or zero 

(4) Both roots of Q.E. are purely imaginary 

Q.72 For the series, 

1 

S = 1 + (1 + 2) 2 + 

(1 + 3) 

1 

+ 

(1 + 2 + 3 + 4) 2 + .... 

(1 + 3 + 5 + 7) 

(1) 7 th term is 16 

(2) 7 th term is 18 

505 

(3) sum of first 10 terms is 

4 

405 

(4) sum of first 10 terms is 

4 

x 

1 

(1 + 2 + 3) 2 

(1 + 3 + 5) 

Q.72 Js.kh 

O 

(1) laxr lehdj.k ds ewyksa dk xq.kuQy /kukRed gSA 

(2) f}?kkr lehdj.k dk foospd _.kkRed gSA 

(3) ewyksa ds ;ksxQy ds ckjs esa dqN ugha dg ldrs gS 

fd /kukRed gS] _.kkRed gS ;k 'kwU; gSA 

(4) f}?kkr lehdj.k ds nksuksa ewy fo'kq) dkYifud 

gSaA 

1 

S = 1 + (1 + 2) 2 + 

(1 + 3) 

x 

1 

(1 + 2 + 3) 2 

(1 + 3 + 5) 

1 

+ 

(1 + 2 + 3 + 4) 2 + .... ds fy, 

(1 + 3 + 5 + 7) 

(1) 7ok¡ in 16 gS 

(2) 7ok¡ in 18 gS 

(3) izFke 10 inksa dk ;ksxQy 

(4) izFke 10 inksa dk ;ksxQy 

505 gS 

4 

405 gS 

4 



Q.73 The probability that a married man watches a 

certain TV show is 0.4 and the probability that a 

married woman watches the show is 0.5. The 

probability that a man watches the show, given 

that his wife does, is 0.7. Then - 

(1) the probability that married couple watches 

the show is 0.35 

(2) the probability that a wife watches the show 

given that her husband does is 7/8 

(3) the probability that atleast one person of a 

married couple will watch the show is 0.55 


Q.73 ,d fookfgr O;fDr ds }kjk ,d fuf'pr TV 'kks 

ns[kus dh izkf;drk 0.4 gS rFkk fookfgr efgyk ds 

}kjk 'kks ns[kus dh izkf;drk 0.5 gSA O;fDr ds }kjk 

'kks ns[kus dh izkf;drk] fn;k x;k gS fd mldh iRuh 

ns[krh gS] 0.7 gS] rc - 

(1) fookfgr tksM+s ds }kjk 'kks ns[kus dh izkf;drk 

0.35 gSA 

(2) iRuh ds }kjk 'kks ns[kus dh izkf;drk] fn;k x;k 

gS] fd mldk ifr ns[krk gS] 7/8 gSA 

(3) ,d fookfgr tksM+s esa ls de ls de ,d lnL; 

ds }kjk 'kks ns[kus dh izkf;drk 0.55 gSA 


Q.74 If P, Q, R are subsets of set A then R × (P c ∪ Q c ) c 

is - 

(1) (R × P) ∩ (R × Q) 

(2) (R × Q) ∩ (R × P) 

(3) (R × P) ∪ (R × Q) 

(4) R × (P ∩ Q) 

Q.75 If z 1 and z 2 are two complex numbers such that 

|z 1 + z 2 | 2 = |z 1 | 2 + |z 2 | 2 , then 

(1) z 1 z 2 

is purely imaginary 

(2) z 1 / z 2 

is purely imaginary 

(3) z 1 z 2 

+ z 1 z 2 

= 0 

(4) O, z 1 , z 2 are vertices of a right triangle 

Q.74 ;fn P, Q, R leqPp; A ds mileqPp; gS] rc 

R × (P c ∪ Q c ) c cjkcj gS - 

(1) (R × P) ∩ (R × Q) 

(2) (R × Q) ∩ (R × P) 

(3) (R × P) ∪ (R × Q) 

(4) R × (P ∩ Q) 

Q.75 ;fn z 1 ,oa z 2 nks lfEeJ la[;k,sa bl izdkj gS fd 

|z 1 + z 2 | 2 = |z 1 | 2 + |z 2 | 2 , rc 

(1) z 1 z 2 

fo'kq) dkYifud gSA 

(2) z 1 / z 2 

fo'kq) dkYifud gSA 

(3) z 1 z 2 

+ z 1 z 2 

= 0 

(4) O, z 1 , z 2 ledks.k f=kHkqt ds 'kh"kZ gSA 



SECTION-B [MAT] 

MENTAL ABILITY (Q.76 to Q.120) 

Q.76 What is the minimum number of colours 

required to fill the spaces in the diagram 

without the adjacent sides having the same 

colour – 

MENTAL ABILITY (Q.76 to Q.120) 

Q.76 vkd`fr esa LFkkuksa dh iwfrZ djus ds fy, U;wure 

fdrus jaxks dh vko';drk gksxh tcfd layXu Hkqtk,sa 

leku jax dh uk gks – 

(1) 2 (2) 3 (3) 4 (4) 6 

Q.77 The lateral sides of a block in the shape of a 

six-sided prism is painted in Violet, Blue, 

Green, Yellow, Orange and Red. Two of its 

positions are shown below : 

(1) 2 (2) 3 (3) 4 (4) 6 

Q.77 N% Qydh; fizTe ds vkdkj ds ,d CykWd dh ik'oZ 

Hkqtkvksa ij cSaxuh] uhyk] gjk] ihyk] ukjaxh rFkk yky jax 

fd, x, gSaA bldh nks fLFkfr;k¡ uhps n'kkZ;h x;h gS : 

V G B 

Y B 

O 

V G B 

Y B 

O 

When the block is laid as in the figure what are 

the colours adjacent to the Red side ? 

tc CykWd dks fuEu vkd`fr ds :i esa n'kkZ;k tkrk 

gS rks yky jax dh Hkqtk ds layXu dkSuls jax gksaxs ? 

R 

(1) Yellow and Orange 

(2) Yellow and Blue 

(3) Violet and Yellow 

(4) Violet and Orange 

(1) ihyk o ukjaxh 

(2) ihyk o uhyk 

(3) cSaxuh o ihyk 

(4) cSaxuh o ukjaxh 

R 

Q.78 Count the number of triangles and squares into 

the following figure – 

Q.78 fuEu vkd`fr esa f=kHkqtksa rFkk oxksZa dh la[;k 

gksxh – 

(1) 28 triangles, 10 squares 





(1) 28 f=kHkqt, 10 oxZ 

(2) 28 f=kHkqt, 8 oxZ 

(3) 32 f=kHkqt, 10 oxZ 

(4) 32 f=kHkqt, 8 oxZ 


Direction : (Q.79 to Q.80) 

In each of the following question, a 

metrices of certain characters is given. 

These characters follow a certain trend, 

row-wise or column-wise. Find out this 

trend and choose the missing character 

accordingly. 

Q.79 

Z ? S 

R O ? 

? G C 

(1) WJK (2) KWT (3) WKJ (4) JKW 

funsZ'k : (Q.79 to Q.80) 

uhps fn, x, izR;sd iz'u esa fuf'pr la[;kvksa dh 

eSfVªDl nh xbZ gSaA ;s l[;k,sa fuf'pr izk:i esa 

iafDr rFkk LrEHk :i esa fy[kh xbZ gSA bl izk:i 

dks /;ku esa j[kdj NwVh gqbZ la[;k Kkr dhft,A 

Q.79 

Z ? S 

R O ? 

? G C 

(1) WJK (2) KWT (3) WKJ (4) JKW 

Q.80 

28 60 48 

Q.80 

28 60 48 

5 6 7 

5 6 7 

14 39 27 

14 39 27 

7 ? 16 

7 ? 16 

(1) 18 (2) 23 (3) 24 (4) 27 

(1) 18 (2) 23 (3) 24 (4) 27 


In each of the following questions, there is a 

certain relationship between two given 

words on one side of : : and one word is 

given on another side of : : While another 

word is to be found from the given 

alternatives, having the same relation with 

this words of the given pair bear,. Choose 

the correct alternatives. 

Q.81 Moon : Satellite : : Earth : ? 

(1) Sun (2) Planet 

(3) Solar system (4) Asteroid 

Q.82 Aeroplane : Cockpit : : Train : ? 

(1) Wagon (2) Coach 

(3) Compartment (4) Engine 

funsZ'k : (Q.81 to Q.82) 

uhps fn, x, izR;sd iz'u esa fpUg : : ds ,d vksj nks 

'kCn fn, x, gS tks ,d nwljs ls lEcfU/kr gS] 

fpUg : : ds nwljh vksj ,d 'kCn ,oa iz'u fpUg 

fn;k x;k gSA vkidks iz'u fpUg ds LFkku ij fn;s 

x, mÙkj fodYiksa esa ls ,d 'kCn pquuk gS ftldk 

nwljh vksj okys 'kCn ls ogh lEcU/k gS tks ,d vksj 

okys nksuksa 'kCnksa esa gSA lgh fodYi pqfu,A 

Q.81 pnzek : mixzg : : i`Foh : ? 

(1) lw;Z (2) xzg 

(3) lkSj ra=k (4) y?kq xzg 

Q.82 gokbZ tgkt : dkWdfiV : : jsyxkM+h : ? 

(1) osxu (2) dksp 

(3) fMCck (4) batu 



Direction : (Q.83) 

In this type of question, two groups of 

alphabets related to each other in same way, 

are given. The candidate is required to find 

out this relationship and choose a group of 

alphabets which is related in the same way 

to a third group provided the questions. 

Q.83 ABCD : OPQR : : WXYZ : ? 

(1) EFGH (2) KLMN 

(3) QRST (4) STUV 


In the following question, four words have 

been given, out of which three are alike in 

some manner and the fourth one is different. 

Choose out the odd one. 

Q.84 (1) Yuri Gagarin (2) Rakesh Sharma 

(3) Neil Armstrong (4) Edmund Hillary 

Q.85 Which term will replace the question mark in 

the series – 

ABD, DGK, HMS, MTB, SBL, ? 

(1) ZKW (2) ZKU (3) ZAB (4) XKW 


In each of the following letter series, some of 

the letters are missing which are given in 

that order as one of the alternatives below it. 

Choose the correct alternative. 

Q.86 __ __ aba __ __ ba __ ab – 

(1) abbba (2) abbab 

(3) baabb (4) bbaba 

Q.87 If CONTRIBUTE is written as 

ETBUIRNTOC, which letter will be in the 

sixth place when counted from the left if 

POPULARISE is written in that code ? 

(1) L (2) A (3) I (4) R 

Q.88 If PAINT is coded as 74128 and EXCEL is 

coded as 93596, then how would you encode 

ACCEPT ? 

(1) 455978 (2) 547978 

(3) 554978 (4) 735961 

funsZ'k : (Q.83) 

fuEu iz'u esa vaxzth v{kjksa ds rhu lewg fn, x,s gSA 

buesa izFke nks lewg vkil esa lEcfU/kr gS Bhd mlh 

izdkj dk lEcU/k vfUre nks lewg ds fy, mÙkj 

fodYi esa pqfu,A 

Q.83 ABCD : OPQR : : WXYZ : ? 

(1) EFGH (2) KLMN 

(3) QRST (4) STUV 


fuEu iz'u esa pkj 'kCn fn, x, ftuesa ls rhu fdlh 

Hkh izdkj ls leku gS rFkk pkSFkk fHkUu gSA rks ml 

fHkUu dks pqfu,A 

Q.84 (1) ;wjh xkxfju (2) jkds'k 'kekZ 

(3) uhy vkeZLVªkax (4) ,Me.M fgysjh 

Q.85 fuEu Js.kh esa iz'u fpUg ds LFkku ij dkSulk in 

vk,xk – 

ABD, DGK, HMS, MTB, SBL, ? 

(1) ZKW (2) ZKU (3) ZAB (4) XKW 


fuEu v{kjksa dh Js.kh esa dqN v{kj NwVs gq, gSA uhps 

fn, x, fodYiksa esa ls lgh fodYi pqfu,A 

Q.86 __ __ aba __ __ ba __ ab – 

(1) abbba (2) abbab 

(3) baabb (4) bbaba 

Q.87 ;fn CONTRIBUTE dks ETBUIRNTOC fy[kk tkrk 

gS rks POPULARISE dks ml dksM ds vuqlkj fy[kus 

ij ck;sa ls NBs LFkku ij dkSulk v{kj gksxk ? 

(1) L (2) A (3) I (4) R 

Q.88 ;fn PAINT dks 74128 rFkk EXCEL dks 93596 

fy[kk tkrk gS rks ACCEPT dks fdl izdkj fy[kk 

tk,xk ? 

(1) 455978 (2) 547978 

(3) 554978 (4) 735961 



Q.89 If AT = 20, BAT = 40, then CAT will be equal 

to – 

(1) 30 (2) 50 (3) 60 (4) 70 

Q.90 If diamond is called gold, gold is called silver, 

silver is called ruby and ruby is called emerald, 

which is the cheapest jewel ? 

(1) Diamond (2) Silver 

(3) Gold (4) Ruby 

Q.91 In a certain code language, '851' means 'good 

sweet fruit'; '783' means 'good red rose' and 

'341' means 'rose and fruit'. Which of the 

following digits stands for 'sweet' in that 

language ? 

(1) 8 (2) 5 (3) 1 (4) 3 

Q.92 Pointing to a photograph, a man said, "I have 

no brother or sister but that man's father is my 

father's son." Whose photograph was it ? 

(1) His own (2) His son's 

(3) His father's (4) His nephew's 

Q.93 Given that 

(a) A is the mother of B 

(b) C is the son of A. 

(c) D is the brother of E 

(d) E is the daughter of B 

The grandmother of D is – 

(1) A (2) B (3) C (4) E 

Q.94 A man is facing west. He turns 45º in the 

clockwise direction and then another 180º in 

the same direction and then 270º in the 

anticlockwise direction. Which direction is he 

facing now ? 

(1) South (2) North-west 

(3) West (4) south-west 

Q.95 Kunal walks 10 km towards North. From 

there he walks 6 km towards South. Then, he 

walks 3 km towards East. How far and in 

which direction is he with reference to his 

starting point ? 

(1) 5 km West (2) 7 km West 

(3) 7 km East (4) 5 km North-East 

Q.89 ;fn AT = 20, BAT = 40, rks CAT cjkcj gskxk – 

(1) 30 (2) 50 (3) 60 (4) 70 

Q.90 ;fn ghjs dks lksuk, lksus dks pk¡nh] pk¡nh dks :ch rFkk 

:ch dks iUuk dgk tk, rks lcls lLrk vkHkw"k.k 

dkSulk gS ? 

(1) ghjk (2) pk¡nh (3) lksuk (4) :ch 

Q.91 ;fn fdlh lkadsfrd Hkk"kk esa '851' dk vFkZ 'good 

sweet fruit'; '783' dk vFkZ 'good red rose' rFkk '341' 

dk vFkZ 'rose and fruit' gS rks ml Hkk"kk ds vuqlkj 

'sweet' ds fy, dkSulk vad vk,xk ? 

(1) 8 (2) 5 (3) 1 (4) 3 

Q.92 ,d rLohj dh vksj b'kkjk djrs gq, ,d O;fDr us dgk 

"esjk dksbZ HkkbZ o cgu ugha gS ijUrq ml O;fDr ds 

firkth esjs firk dk iq=k gS" ;g fdldh rLohj Fkh ? 

(1) Loa; dh (2) mlds yM+ds dh 

(3) mlds firkth dh (4) mlds Hkrhts dh 

Q.93 fn;k x;k gS fd 

(a) A, B dh ek¡ gS 

(b) C, A dk iq=k gS . 

(c) D, E dk HkkbZ gS 

(d) E, B dh iq=kh gS 

D dh nknh gksxh – 

(1) A (2) B (3) C (4) E 

Q.94 ,d O;fDr if'pe dh vksj eq¡g djds [k+M+k gSA og 

nf{k.kkorZ fn'kk esa 45º eqM+rk gS rFkk mlh fn'kk esa 

fQj 180º eqM+rk gS vkSj fQj 270º okekorZ fn'kk esa 

eqM+rk gS] vc og dkSulh fn'kk esa eq¡g djds [kM+k gS ? 

(1) nf{k.k (2) mÙkj-if'pe 

(3) if'pe (4) nf{k.k-if'pe 

Q.95 dquky 10 km mÙkj dh vksj pyrk gSA ogk¡ ls og 

6 km nf{k.k dh vksj pyrk gSA rc og 3 km iwoZ dh 

vksj pyrk gS rks og mlds izkjafHkd fcUnq ls fdruh 

nwj ,oa dkSulh fn'kk esa gS ? 

(1) 5 km if'pe (2) 7 km if'pe 

(3) 7 km iwoZ (4) 5 km mÙkj-iwoZ 



Q.96 Which of the following diagrams correctly 

represents "Elephants, Wolves, Animals" ? 

(1) 

(2) 

(3) 

(4) 

Q.97 Which is the most suitable Venn diagram 

among the following, which represents 

interrelationship among "Antisocial elements, 

Pick pockets and Black mailers" ? 

(1) 

(2) 

Q.96 fuEu esa ls dkSulh vkd`fr "gkFkh] HksfM+;k] tkuoj" ds 

fy, lgh izn'kZu djrh gS ? 

(1) 

(2) 

(3) 

(4) 

Q.97 fuEu esa ls ml osu vkjs[k dk p;u dhft, tks 

"vlkekftd rRo] tscdrjs] Cysdesyj" ds e/; vkilh 

lEcU/k dk loksZÙke izfrfuf/kRo djs ? 

(1) 

(2) 

(3) 

(3) 

(4) 

(4) 

Q.98 In the given figure, the triangle represents girls, 

the square represents sports persons and the 

circle represents coaches. The portion in the 

figure which represents girls, who are sports 

persons but not coaches is the one labelled – 

A 

B 

C 

D 

E 

(1) A (2) B 

(3) D (4) E 

F 

Q.98 nh xbZ vkd`fr esa f=kHkqt yM+fd;ksa dks] oxZ f[kykfM+;ksa 

dks rFkk o`Ùk dkspksa dks iznf'kZr djrk gSA vkd`fr dk 

og Hkkx tks mu yM+fd;ksa dks iznf'kZr djrk gS tks 

f[kykM+h gS ijUrq dksp ugha gS] gksxk – 

A 

B 

C 

D 

E 

(1) A (2) B 

(3) D (4) E 

F 



Q.99 The diagram below represents the students 

who study Physics, Chemistry and 

Mathematics. Study the diagram and identify 

the region which represents the students who 

study Physics and Mathematics but not 

Chemistry – 

X 

Y 

Physics 

Chemistry 

P V Q 

Q.99 fuEu vkd`fr esa mu fo|kfFkZ;ksa dks n'kkZ;k x;k gS tks 

HkkSfrd] jlk;u rFkk xf.kr i

Q.103 If ÷ means +, – means ÷, × means – and 

+ means ×, then 

(36 × 4) – 8× 

4 

= ? 

4 + 8× 

2 + 16 ÷ 1 

(1) 0 (2) 8 

(3) 12 (4) 16 

Q.104 Consider the diagram given below : 

English 

Hindi 

30 10 75 

5 

12 12 

50 Mathematics 

Five hundred candidates appeared in an 

examination comprising of tests in English, 

Hindi and Mathematics. The diagram gives the 

number of candidates who failed in different 

tests. What is the percentage of candidates who 

failed in at least two subjects ? 

(1) 0.078 (2) 1.0 

(3) 6.8 (4) 7.8 


In the following question, a set of figures 

carrying certain characters, is given. 

Assuming that the characters in each set 

follow a similar pattern, find the missing 

character in each case. 

Q.105 

93 

27 79 

37 

38 67 

16 

Q.103 ;fn ÷ dk vFkZ +, – dk vFkZ ÷, × dk vFkZ – ,oa 

(36 × 4) – 8× 

4 

+ dk vFkZ ×, gS rc 

= ? 

4 + 8× 

2 + 16 ÷ 1 

(1) 0 (2) 8 

(3) 12 (4) 16 

Q.104 fuEu vkd`fr ij fopkj dhft, : 

vaxzsth 

fgUnh 

30 10 75 

5 

12 12 

50 

xf.kr 

vaxzsth] fgUnh rFkk xf.kr dh ijh{kk esa 500 ijh{kkFkhZ 

cSBrs gSA vkd`fr fofHkUu fo"k;ksa dh ijh{kkvksa esa 

vlQy gq, ijh{kkfFkZ;ksa dh la[;k dks n'kkZrh gS rks 

de ls de nks fo"k;ksa esa vlQy gksus okys 

ijh{kkfFkZ;ksa dk izfr'kr D;k gksxk ? 

(1) 0.078 (2) 1.0 

(3) 6.8 (4) 7.8 

funsZ'k : (Q.105) 

fuEu iz'u esa vkd`fr;ksa lewgksa esa fuf'pr la[;k,sa nh 

xbZ gSaA ;g ekurs gq, fd izR;sd lewg dh la[;k,sa 

leku izk:i dk vuqlj.k djrh gS] NqVh gqbZ la[;k 

Kkr dhft,A 

Q.105 

93 

27 79 

37 

38 67 

16 

63 

42 

63 

42 

3 

A 

B C 

(1) 5 (2) 6 

(3) 8 (4) 9 

Q.106 A camera always has – 

(1) Lens (2) Reels 

(3) Flash (4) Photograph 

4 

? 

3 

A 

B 

(1) 5 (2) 6 

(3) 8 (4) 9 

Q.106 ,d dSejs esa lnSo gksrk gS– 

(1) ysUl (2) jhy 

(3) yS'k (4) QksVks 

4 

? 

C 




In the following question which is the 

mirror image of the given figure when the 

mirror is placed along the line shown in 

each one of the figures. 

Q.107 

funsZ'k : (Q.107) 

fuEu iz'u eas nh-xbZ vkd`fr dk niZ.k izfrfcEc fn, 

x, mÙkj fodYiksa esa ls Kkr dhft, tcfd niZ.k 

js[kk ds vuqfn'k j[kk x;k gSA 

Q.107 

M 

(X) 

M N M N M 

N 

N 

M 

N 

M 

M N M N 

(X) 

M 

N 

N 

M 

N 

(1) (2) 

(3) 

(4) 


In the following question, choose the correct 

water-image of the figure (X) from amongst 

the four alternatives (1), (2), (3) and (4) given 

along with it. 

Q.108 

(1) (2) 

funsZ'k : (Q.108 to Q.109) 

Q.108 

(3) 

(4) 

fuEu iz'u esa fp=k (X) dk lgh ty izfrfcEc fn, x, 

pkj fodYiksa esa ls dkSulk gSA 

(X) 

(X) 

(1) 

(1) 

(2) 

(2) 

(3) 

(3) 

(4) 


(4) 


Q.109 

Q.109 

(X) 

(X) 

(1) (2) (3) (4) 

Q.110 Select one alternative figure out of (1), (2), (3) 

and (4), which completes the given matrix. 

(1) (2) (3) (4) 

Q.110 vkd`fr (1), (2), (3) rFkk (4) esa ls ,d fodYi pqfu, 

tks nh xbZ eSfVªDl dks iw.kZ djrk gS 

? 

? 

(1) (2) (3) (4) 

Q.111 The six faces of a cube have been marked with 

numbers 1, 2, 3, 4, 5 and 6 respectively. This 

cube is rolled down three times. The three 

positions are given. Choose the figure that will 

be formed when the cube is unfolded – 

3 

2 

2 

4 

1 

6 

(1) 

6 

4 

1 

3 

(3) 

6 

4 

2 

5 

5 

1 

3 

2 

5 

6 

3 

3 

2 

5 

6 

1 

2 

(2) 

1 

3 

6 

5 

(4) 

4 

4 


(1) (2) (3) (4) 

Q.111 ,d ?ku dh 6 Qydksa ij la[;k,sa Øe'k% 

1, 2, 3, 4, 5 ,oa 6 vafdr gSA bl ?ku dks rhu ckj 

mNkyk tkrk gSA rhu fLFfkr;k¡ nh xbZ gSA ml vkd`fr 

dk p;u dhft, tks ?ku dks eksM+s fcuk cuk;h tk 

ldrh gS – 

3 

2 

2 

4 

1 

6 

(1) 

6 

4 

1 

3 

(3) 

5 

5 

6 

4 

2 

1 

3 

2 

5 

6 

3 

3 

2 

5 

6 

1 

2 

(2) 

1 

3 

6 

5 

(4) 

4 

4 


Q.112 Which of the following figures (1), (2), (3) and 

(4) when folded along the lines, will produce 

the given figure (X) ? 

Q.112 fuEu vkd`fr;ksa (1), (2), (3) o (4) eas ls dkSulh vkd`fr 

dks js[kkvksa ds vuqfn'k eksM+us ij nh xbZ vkd`fr (X) 

izkIr gksxh ? 

(X) 

(1) (2) 

(X) 

(1) (2) 

(3) (4) 

Q.113 From amongst the following four figures, select 

the one which is different from all other – 

(1) 

+ 

÷ 

÷ 

+ 

(2) (3) (4) 

Q.114 Which of the figures (1), (2), (3) & (4) will be 

the answer figure if the following rule is 

applied to figure (X) ? 

Rule : The curves should become straight lines 

and the straight line should become curves. 

(3) (4) 

Q.113 fuEu pkj vkd`fr;ksa ds e/; ml vkd`fr dk p;u 

dhft, tks vU; lHkh ls fHkUu gS – 

(1) 

+ 

÷ 

÷ 

+ 

(2) (3) (4) 

Q.114 ;fn vkd`fr (X) ds fy, fuEu fu;e ykxw gksrk gS rks 

vkd`fr;ksa (1), (2), (3) o (4) esa ls mÙkj vkd`fr dkSulh 

gksxh ? 

fu;e : oØ ljy js[kk cu ldrs gS rFkk ljy js[kk,sa 

oØ cu ldrh gSA 

(X) 

(X) 

(1) (2) (3) (4) 

(1) (2) (3) (4) 



Q.115 Group the following figures into three classes 

on the basis of identical properties. 

Q.115 fuEu vkd`fr;ksa esa ls leku xq.k/keZ j[kus okyh 

vkd`fÙk;ksa dks rhu oxksZa esa foHkkftr dhft, - 

1 2 3 

4 5 6 

7 8 9 

(1) 1, 5, 9; 2, 7, 8; 3, 4, 6 

(2) 1, 5, 6; 4, 7, 8; 2, 3, 9 

(3) 2, 4, 9; 6, 7, 8; 1, 3, 5 

(4) 3, 7, 8; 4, 5, 9; 1, 2, 6 

Q.116 Which figure is embedded in the given pattern 

(X) ? 

1 2 3 

4 5 6 

7 8 9 

(1) 1, 5, 9; 2, 7, 8; 3, 4, 6 

(2) 1, 5, 6; 4, 7, 8; 2, 3, 9 

(3) 2, 4, 9; 6, 7, 8; 1, 3, 5 

(4) 3, 7, 8; 4, 5, 9; 1, 2, 6 

Q.116 fn, x, izk:i (X) esa dkSulh vkd`fr fufgr gS ? 

(X) 

(X) 

(1) (2) (3) (4) 

Q.117 Which is the number that comes next in the 

sequence – 

0, 6, 24, 60, 120, 210 ? 

(1) 240 (2) 290 

(3) 336 (4) 504 


In the following question, there is a certain 

relation between two given n numbers on 

one side of : : and one number is given on 

another side of : : while another number is 

to be found from the given alternatives, 

having the same relation with this number 

on the numbers of the given pair bear. 

Choose the best alternative. 

Q.118 7528 : 5362 : : 4673 : ? 

(1) 2367 (2) 2451 

(3) 2531 (4) None of these 


(1) (2) (3) (4) 

Q.117 fuEu vuqØe esa vxyh la[;k dkSulh gksxh – 

0, 6, 24, 60, 120, 210 ? 

(1) 240 (2) 290 

(3) 336 (4) 504 

funsZ'k : (Q. 118) 

uhps fn, x, izR;sd iz'u esa fpUg : : ds ,d vksj nks 

la[;k,sa nh xbZ gS tks ,d nwljs ls lEcfU/kr gS] 

fpUg : : ds nwljh vksj ,d la[;k ,oa iz'u fpUg 

fn;k x;k gSA vkidks iz'u fpUg ds LFkku ij fn;s 

x, mÙkj fodYiksa esa ls ,d la[;k pquuh gS ftldk 

nwljh vksj okyh la[;k ls ogh lEcU/k gS tks ,d 

vksj okyh nksuksa la[;kvksa esa gSA lgh fodYi pqfu,A 

Q.118 7528 : 5362 : : 4673 : ? 

(1) 2367 (2) 2451 

(3) 2531 (4) buesa ls dksbZ ugha 



In the following question, some words are 

given which are related in some way. The 

same relationship obtains among the words 

in one of the four alternatives gives under 

it. Find the correct alternatives. 

Q.119 Magazine : Story : Article – 

(1) Tea : Milk : Sugar 

(2) Television : Newspaper : Entertainment 

(3) Bed : Quilt : Pillow 

(4) Novel : Drama : Literature 

Q.120 'Engineer' is related to 'Machine' in the same 

way as 'Doctor' is related to …. 

(1) Hospital (2) Body 

(3) Disease (4) Medicine 

G.K./CURRENT AFFAIRS (Q.121 to Q.135) 

Q.121 Which country has test-launched first 3D 

television broadcast ? 

(1) China (2) UK 

(3) US (4) South Africa 

Q.122 The Economic Survey predicts…….GDP 

growth in 2012-13 and…….in 2013-14. 

(1) 6.9%; 7.6% (2) 7.6%, 7.7% 

(3) 8.6%; 9.2% (4) 7.6%; 8.6% 

Q.123 An African country, Sudan has been broken 

into two recently with formation of new 

country named South Sudan. Economy of 

South Sudan will depend on its 

(1) agricultural product 

(2) minerals 

(3) forest product 

(4) fishery product 

funsZ'k : (Q.119) 

fuEu iz'u esa dqN 'kCn vkil esa lEcfU/kr gSA 

leku lEcU/k uhps fn, x, 'kCnks ds e/; izkIr gksrk 

gSA lgh fodYi pqfu,A 

Q.119 if=kdk : dgkuh : ys[k – 

(1) pk; : nw/k : phuh 

(2) Vsyhfotu : lekpkj i=k : euksjatu 

(3) fcLrj : jt+kbZ : rfd;k 

(4) miU;kl : ukVd : lkfgR; 

Q.120 'vfHk;ark' 'e'khu' ls lEcfU/kr gS mlh izdkj 

'fpfdRld' fuEu ls lEcfU/kr gksxk …. 

(1) fpfdRlky; (2) 'kjhj 

(3) chekjh (4) nokbZ 

G.K./CURRENT AFFAIRS (Q.121 to Q.135) 

Q.121 fdl ns'k us loZizFke 3D nwjn'kZu izlkj.k 

ifj{k.k&yk¡p fd;k ? 

(1) phu (2) UK 

(3) US (4) lkmFk vÝhdk 

Q.122 vkfFkZd losZ{k.k 2012-13 esa ……. rFkk 2013-14 

esa……. GDP o`f) dk iwokZuqeku crkrk gS 

(1) 6.9%; 7.6% (2) 7.6%, 7.7% 

(3) 8.6%; 9.2% (4) 7.6%; 8.6% 

Q.123 ,d vÝhdh ns'k lwMku dks gky gh esa nks Hkkxksa esa 

ckaVdj u;k ns'k nf{k.kh lwMku cuk;k x;k gSA nf{k.kh 

lwMku dh vkfFkZdrk fuHkZj djsxh blds 

(1) d`f"k mRikn ij 

(2) [kfut ij 

(3) taxyh mRikn ij 

(4) eRL; mRikn ij 



Q.124 Which of the following were displayed for the 

first time in the Republic Day Parade 2012? 

(1) Agni IV (2) C-130 –J aircraft 

(3) Both (1) & (2) (4) None of these 

Q.125 Which company launched India's first CDMA 

Android tablet ? 

(1) Samsung 

(2) Apple 

(3) Lenovo 

(4) Reliance Communications 

Q.126 Which continent of the world does not have a 

desert? 

(1) Australia (2) Europe 

(3) Asia (4) North America 

Q.127 Which of the following three rivers of the 

Peninsular India have the Amarkantak region 

as their source 

(1) Narmada, Krishna, Godavari 

(2) Son, Mahanadi, Narmada 

(3) Godavari, Krishna, Cauveri 

(4) Chambal, Betwa, Luni 

Q.128 Consider the following 

a. Right to Education 

b. Right to Equal Access to Public Service 

c. Right to Food 

Which of the above is/are Right/Human Rights 

under Universal Declaration of Human Rights? 

(1) Only a (2) a and b 

(3) Only c (4) a, b, c 

Q.129 In which of the following exchange, 'Currency 

Futures' trading was first started? 

(1) BSE (2) NSE 

(3) MCX-SX (4) All of the above 

Q.124 fuEu esa ls dkSulh x.kra=k fnol ijsM 2012 esa izFke 

ckj iznf'kZr dh xbZ Fkh ? 

(1) vfXu IV (2) C-130 –J ,;jØkWV 

(3) (1) rFkk (2) nksuksa (4) buesa ls dksbZ ugha 

Q.125 Hkkjr esa izFke CDMA ,UMªkW;M VscysV fdl dEiuh us 

ykUp fd;k ? 

(1) lSelax 

(2) ,Iiy 

(3) fyuksoks 

(4) fjyka;l dE;wfuds'ku 

Q.126 fo'o ds dkSuls egk}hi esa jsfxLrku ugh gS \ 

(1) vkWLVªsfy;k (2) ;wjksi 

(3) ,f'k;k (4) mÙkjh vesfjdk 

Q.127 Hkkjrh; izk;}hi dh fuEu esa ls dkSulh rhu ufn;ka 

vejdaVd {ks=k dks vius L=kksr ds :i esa j[krh gS 

(1) ueZnk] d`".kk] xksnkojh 

(2) lksu] egkunh] ueZnk 

(3) xksnkojh] d`".kk] dkosjh 

(4) pEcy] csrok] ywuh 

Q.128 fuEu ij fopkj dhft, 

a. f'k{kk dk vf/kdkj 

b. lkoZtfud lsok dks izkIr djus dk vf/kdkj 

c. [kk| dk vf/kdkj 

mijksDr esa ls dkSuls ekuokf/kdkjksa ds lkoZf=kd ?kks"k.kk 

ds vUrxZr vf/kdkj@ekuo vf/kdkj gS? 

(1) dsoy a (2) a rFkk b 

(3) dsoy c (4) a, b, c 

Q.129 fuEu esa ls fdlesa djsUlh ;wpj O;kikj fofue; izFke 

ckj 'kq: fd;k x;k Fkk? 

(1) BSE (2) NSE 

(3) MCX-SX (4) mijksDr lHkh 



Q.130 Special Drawing Rights (SDRs) relate to 

(1) the World Bank 

(2) the Reserve Bank of India 

(3) the World Trade Organization 

(4) the International Monetary Fund 

Q.131 The polymeric fibre used as a substitute for 

wool in making synthetic blankets, sweater, 

etc., is 

(1) nylon (2) teflon 

(3) orlon (4) bakelite 

Q.132 Who among the following is the Chairman of 

the Steering Committee to oversee the 

functions of the National Authority, Chemical 

Weapons Convention (CWC) ? 

(1) The President 

(2) The Prime Minister 

(3) The National Security Adviser 

(4) The cabinet Secretary 

Q.133 How many cells and meiosis are needed to 

produce 200 cells? 

(1) 100 and 50 respectively 




Q.134 Which type of computer could be found in a 

digital watch? 

(1) Mainframe (2) Super computer 

(3) Notebook computer (4) Embedded computer 

Q.135 For producing sound, a CD (compact disc) 

audio player uses a 

(1) Quartz crystal 

(2) Titanium needle 

(3) Laser beam 

(4) Barium Titanium ceramic 

Q.130 eqnzk fudkyus dk fo'ks"k vf/kdkj (SDRs) fdlls 

lacaf/kr gS 

(1) fo'o cSad ls 

(2) fjtoZ cSad vkWQ bafM;k ls 

(3) fo'o O;kikj laxBu ls 

(4) vUrjkZ"Vªh; foÙk dks"k 

Q.131 dEcy] LosV~j vkfn ds fuekZ.k esa Åu ds izfrLFkkiu ds 

:i esa dkSulk cgqydhd`r js'kk iz;qDr gksrk gS 

(1) uk;ykWu (2) VsykWu 

(3) vkWjykWu (4) cSdsykWbV 

Q.132 fuEu esa ls dkSu uS'kuy vkWFkksfjVh ds dk;ksZ] 

jklk;fud vL=k&'kL=k (CWC) lEesyuksa ij fuxkg 

j[kus ds fy, fu;a=k.k lfefr dk v/;{k gksrk gS? 

(1) jk"Vªifr 

(2) iz/kkuea=kh 

(3) jk"Vªh; lqj{kk lykgdkj 

(4) dschusV lfpo 

Q.133 200 dksf'kdkvksa ds fuekZ.k ds fy, fdruh dksf'kdk;sa 

rFkk v/kZlw=kh foHkktu dh vko';drk gksxh? 

(1) Øe'k% 100 rFkk 50 

(2) Øe'k% 25 rFkk 50 

(3) Øe'k% 50 rFkk 25 

(4) Øe'k% 50 rFkk 50 

Q.134 dEI;wVj dk dkSulk izdkj fMftVy ?kM+h esa ik;k 

tkrk gS? 

(1) esuÝse (2) lqij dEI;wVj 

(3) uksVcqd dEI;qVj (4) ,secsMsM dEI;qVj 

Q.135 /ofu mRiknu ds fy, CD (dkEisDV fMLd) vkWfM;ksa 

Iys;j esa iz;ksx fd;k tkrk gS 

(1) DokV~Zt fØLVy 

(2) VkbVsfu;e lqbZ 

(3) yslj iq¡t 

(4) csfj;e VkbVsfu;e fljsfed

Copy Set-1 CP Star-2012 XII going [SAT+MAT] - Career Point

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