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NARAYANA IIT/PMT ACADEMY - Narayanaicc.com

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Ans<br />

Sol:<br />

9<br />

(C)<br />

5R<br />

A, C<br />

2<br />

an<br />

o<br />

Z<br />

4.5 a o<br />

nh 3h<br />

2 2<br />

n 3, z 2<br />

Now,<br />

<strong>NARAYANA</strong> <strong>IIT</strong>/<strong>PMT</strong> <strong>ACADEMY</strong><br />

JEE ADVANCE : 2013<br />

1 2 1 1<br />

Rz<br />

x x<br />

2 2<br />

1 2<br />

Possible wavelengths are<br />

9 9 1<br />

, and<br />

(PAPER – II) CODE: 0<br />

4<br />

(D)<br />

3R<br />

5R 32R 3R<br />

3 Using the expression 2d sin = , one calculates the values of d by measuring the corresponding<br />

angles in the range 0 to 90 o The wavelength is exactly known and the error in is constant<br />

for all values of As increases from 0 o<br />

Ans<br />

Sol:<br />

(A) the absolute error in d remains constant (B) the absolute error in d increases<br />

(C) the fractional error in d remains constant (D) the fractional error in d decreases<br />

D<br />

d<br />

2sin<br />

d cosec<br />

2<br />

cot<br />

Now<br />

d<br />

d<br />

cot<br />

As increases, fractional error decreases<br />

4 Two non-conducting spheres of radii R 1 and R 2 and carrying uniform volume charge densities +<br />

and – , respectively, are placed such that they partially overlap, as shown in the figure At all<br />

points in the overlapping region,<br />

(A) the electrostatic field is zero<br />

(B) the electrostatic potential is constant<br />

(C) the electrostatic field is constant in magnitude (D) the electrostatic field has same direction<br />

R 1 R 2<br />

-<br />

<strong>NARAYANA</strong> GROUP OF EDUCATIONAL INSTITUTIONS - INDIA<br />

3

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