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R<br />
11 Veto<br />
follow us: facebook.com/vetotrivandrum@gmail.com 14<br />
type - Iv<br />
Hcp km[m-cW hÀj-¯n P\p-hcn 1 GXv<br />
Znhkw BtWm AXv B hÀjw 53 F®w<br />
ImWpw. _m¡n 52.<br />
A[n hÀj-¯n P\p-hcn 1 Dw P\p-hcn<br />
2 Dw 53 F®w ImWpw. _m¡n 52.<br />
12. 1995 P\p-hcn 1 Xn¦-fmgvN Bbm B<br />
hÀjw F{X Xn¦-fm-gvN-I-Ä D≠ v?<br />
F) 53 _n) 52 kn) 51 Un) 48<br />
D¯cw: (F) 53<br />
13. 2004 P\p-hcn 1 Rmb-dm-gvN-bm-bm B<br />
hÀjw F{X Xn¦-fm-gvN-IÄ D≠ v?<br />
F) 50 _n) 52 kn) 49 Un) 53<br />
D¯cw: (Un) 53<br />
P\p-hcn 1 2<br />
↓ ↓<br />
Rm Xn<br />
14. 2003 P\p-hcn 1 i\n-bmgvN Bbm B<br />
hÀjw F{X Rmb-dm-gvN-IÄ D≠ v?<br />
F) 53 _n) 51 kn) 52 Un) 49<br />
D¯cw: (kn) 52<br />
P\p-hcn 1 2<br />
↓ ↓<br />
i\n RmbÀ<br />
type - v<br />
15. amÀ¨v 10 _p[-\mgvN Bbm Pq¬ 1<br />
GXmgvN?<br />
F) Xn¦Ä _n) sNmÆ<br />
kn) _p[³ Un) hymgw<br />
D¯cw: (_n) sNmÆ<br />
Ffp-¸-hgn<br />
Xn-cn-¡p Znhkw apXÂ ImtW≠<br />
Znh-k-¯nsâ Xtev hsc BsI F{X<br />
Znhkw Fv I≠ p-]n-Sn-¡pI<br />
Hä Znhkw ImWpI þ BsI Znh-ks¯<br />
7 sIm≠ v lcn-¡p-t¼mÄ e`n-¡p- inãw<br />
Xn-cn-¡p Znhkw + inãw<br />
amÀ¨v 10 apX sabv 31 hsc = 22+30+31 = 83<br />
33 Znhkw = 83 ÷ 7 inãw = 6<br />
_p[³ + 6 = sNmÆ<br />
16. 2013 amÀ¨v 17 Xn¦-fmgvN Bbm Pqsse<br />
9 GXmgvN?<br />
F) Xn¦Ä _n) sNmÆ<br />
kn) _p[³ Un) hymgw<br />
D¯cw: (kn) _p[³<br />
amˬv = 15<br />
G{]n = 30<br />
sabv = 31<br />
Pq¬ = 30<br />
Pqsse = 8<br />
þþþ<br />
114<br />
Hä Znhkw = 114 ÷7 inãw = 2<br />
Xn¦Ä + 2<br />
= _p[³<br />
IqSp-XÂ Adn-hn-te¡v<br />
Htc Ie- ≠À hcp amk-§Ä<br />
amˬv<br />
-þ \hw-_À<br />
G{]nÂ<br />
þ Pqsse<br />
sk]vXw-_À<br />
þ Unkw-_À<br />
km[m-cW hÀj-¯n P\p-hcn þ HtÎm-_À<br />
A[n hÀj-¯n P\p-hcn þ Pqsse<br />
17. amÀ¨v 8 sNmÆmgvN Bbm \hw-_À 10<br />
GXmgvN?<br />
F) _p[³ _n) hymgw<br />
kn) shÅn Un) i\n<br />
D¯cw: (_n) hymgw<br />
amÀ¨v þ \hw-_À Htc Ie- -dmWv<br />
amÀ¨v 8 \hw-_À 8 9 10<br />
↓ ↓ ↓ ↓<br />
sNm sNm _p hym<br />
18. Hcp hÀj-¯n sk]vXw-_À 5 _p[-\m<br />
gvN Bbm B hÀjs¯ {InkvXp-akv<br />
GXmgvN?<br />
F) Xn¦Ä _n) sNmÆ<br />
kn) _p[³ Un) shÅn<br />
D¯cw: (_n) sNmÆ<br />
sk]vXw-. 5 Unkw. 5 12 19 25 26<br />
↓ ↓ ↓ ↓ ↓ ↓<br />
_p _p _p _p sNm _p<br />
type - vI<br />
Hcp km[m-cW hÀj-¯n P\p-hcn 1 Dw<br />
Unkw-_À 31 Dw Htc Znhkw Xs-bmbn-cn-¡pw<br />
A[n hÀj-¯n P\p-hcn 1 sâ sXm«<br />
-Sp¯ Znh-k-am-bn-cn¡pw Unkw-_À 31<br />
19. 2007 P\p-hcn 1 Xn¦-fmgvN Bbm 2008<br />
P\p-hcn 1 GXmgvN?<br />
F) Xn¦Ä _n) hymgw<br />
kn) _p[³ Un) sNmÆ<br />
D¯cw: (Un) sNmÆ<br />
2007 P\p-hcn 1 þ Xn¦Ä<br />
Unkw-_À 31 þ Xn¦Ä<br />
2008 P\p-hcn 1 þ sNmÆ<br />
20. 2012 P\p-hcn 1 Rmb-dmgvN Bbm 2013<br />
P\p-hcn 1 GXmgvN?<br />
F) RmbÀ _n) Xn¦Ä<br />
kn) sNmÆ Un) _p[³<br />
D¯cw: (kn) sNmÆ<br />
2012 P\p-hcn 1 þ Rmb-dmgvN<br />
Unkw-_À 31 þ Xn¦Ä<br />
2013 P\p-hcn 1 þ sNmÆmgvN<br />
21. 1997 P\p-hcn 1 _p[-\mgvN Bbm 1998<br />
P\p-hcn 1 GXmgvN?<br />
F) _p[³ _n) hymgw<br />
kn) shÅn Un) i\n<br />
D¯cw: (_n) hymgw<br />
1997 P\p-hcn 1 þ _p[³<br />
Unkw-_À 31 þ _p[³<br />
1998 P\p-hcn 1 þ hymgw<br />
22. 2001 se Ie≠- À ho ≠pw D]-tbm-Kn-¡p<br />
sXm«-Sp¯ hÀjw GXv?<br />
F) 2004 _n) 2008 kn) 2007 Un) 2011<br />
D¯cw: (kn) 2007<br />
Ffp-¸-hgn<br />
Xn-cn-¡p hÀjs¯ 4 aS§v sIm≠ v<br />
lcn¨v inãw FSp-¡pI<br />
inãw 1 hm Xn-cn-¡p hÀjw<br />
+ 6<br />
inãw 2, 3 hm Xn-cn-¡p hÀjw<br />
+ 11<br />
inãw 0 h-m Xn-cn-¡p hÀjw<br />
+ 28<br />
2001 ÷ inãw = 1<br />
2001 + 6 = 2007<br />
23. 2007 se Ie- ≠À ho ≠pw D]-tbm-Kn-¡mhp<br />
sXm«-Sp¯ hÀjw GXv?<br />
F) 2008 _n) 2018 kn) 2014 Un) 2016<br />
D¯cw: (_n) 2018<br />
2007÷4 inãw = 3<br />
2007 + 11 = 2018<br />
24. 2012 (A[n-hÀjw) se Ie-≠À ho ≠pw D]-<br />
tbm-Kn-¡m-hp sXm«-Sp¯ hÀjw GXv?<br />
F) 2040 _n) 2030 kn) 2018 Un) 2025<br />
D¯cw: (F) 2040<br />
2012÷4 inãw = 0<br />
2012 + 28 = 2040<br />
Confusing Facts<br />
AssZz-Xhpw A[ym-ßhpw<br />
AssZzX Zo]nI þ {io\m-cm-b-W-Kpcp<br />
AssZzX Nn´m-]-²Xn þ N«-¼n-kzm-an-IÄ<br />
AssZzX ]©-c-Xv\w,<br />
AssZz-Xm-\p-`qXn þ i¦-cm-Nm-cyÀ<br />
A[ym-ß-bp²w þ hmKv`-Sm-\-µ³