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bqWn‰v ˛ 3
CeIvtSm¨ hn\ymkhpw ]ocntbmUnIv tS_nfpwCeIvtSm¨ hn\ymkhpw ]ocntbmUnIv tS_nfpwCeIvtSm¨ hn\ymkhpw ]ocntbmUnIv tS_nfpwCeIvtSm¨ hn\ymkhpw ]ocntbmUnIv tS_nfpwCeIvtSm¨ hn\ymkhpw ]ocntbmUnIv tS_nfpw
QUESTION POOL 2012-13CHEMISTRY
bqWn‰v ˛ 3 & 4Std : X
1. Hcp aqeIØns‚ At‰manI \º¿ 16 BWv. XmsgsImSpØncn°p∂ tNmZy߃°v
DØcw FgpXpI.
a) k_vsj¬ IaØnep≈ CeIvtSm¨ hn\ymkw FgpXpI? (1)
b) Kq∏v GXv? ½
c) ]ocnUv GXv? ½
d) tªm°v GXv? ½
2. Nne aqeIßfpsS CeIvtSm¨ hn\ymkw XmsgsImSpØncn°p∂p. sX‰ps≠¶n¬
XncpØn FgpXpI. (2)
a) 1s2 2s2 2p3 3s2
b) 1s2 2s2 2p6 3s3 3p6
c) 1s2 2s2 2p5
d) 1s2 2s2 2p6 3s2 3s6 3d1 4s2
3. c≠v aqeIßfpsS ]ocntbmUnIv tS_nfnse ÿm\w X∂ncn°p∂p.
A - Kq∏v ˛ 1 ]ncoUv ˛ 3
B - Kq∏v ˛ 18 ]ncoUv ˛ 2
a) A, B F∂nhbnse sj√pIfpsS FÆw FX? (1)
b) A, B F∂nhbpsS k_vsj¬ CeIvtSm¨ hn\ymkw FgpXpI (2).
c) A, B F∂nhbpsS kwtbmPIX FgpXpI. (1)
d) A, B F∂nh tN¿∂v kwbp‡w D≠mIptam? F¥psIm≠v? (1½)
4. tImanbØns‚ At‰manI \º¿ 24 BWv. c≠v Ip´nIƒ tImanbØns‚
CeIvtSm¨ hn\ymkw XmsgsImSpØncn°p∂ coXnbn¬ FgpXnbncn°p∂p.
icntbXv? ImcWsa¥v?
a) 1s2 2s2 2p6 3s2 3p6 3d5 4s1 (2)
b) 1s2 2s2 2p6 3s2 3p6 3d4 4s2
anIhv 2012˛13Pn√m]©mbØv & Ub‰v ImkdtKmUv
2/8
5. ]´nI ]q¿ØoIcn°pI (4)
aqeIw A]q¿Æ CeIvtSm¨ ]q¿Æamb CeIvtSm¨ ]ncobUv Kq∏v tªm°v
hn\ymkw hn\ymkw
X 3s2 3p3 - - - -
Y 3d3 4s2 - - - -
6. Ccpºns‚ At‰manI \º¿ 26. XmsgsImSpØncn°p∂hbpsS k_vsj¬
IaØnep≈ CeIvtSm¨ hn\ymkw FgpXpI. (3)
a) Fe
b) Fe2+
c) Fe3+
7. XmsgsImSpØncn°p∂ kwbp‡ßfn¬ aqeIßfpsS HmIvkoIcWmhÿ
FgpXpI. (2)
Cu Cl
CuCl - -
CuCl2 - -
8. tNcpw]Sn tN¿°pI. (2)
A Ba) 4s2 D¬IrjvSaqeIw
b) 3p6 hyXykvX kwtbmPIX
c) 3d4 4s2 CeIvtSms\K‰nhn‰n IqSpX¬
d) 2p5 teml߃
10. H0 + F → H F → H - F (3)
a) HF se cmk_‘\w F¥v?
b) Cu kwbp‡Øn\v t]mfm¿ kz`mhw Dt≠m? ImcWw F¥v?
c) t]mfm¿ kz`mhw D≈ Hcp kwbp‡Øns‚ t]cv FgpXpI.
9. Nne aqeIßfpsS CeIvtSms\K‰nhn‰n X∂ncn°p∂p.
(Na = 0.9, 0 = 3.5, H = 2.1)
a) tkmUnbw HmIvsskUnse cmk_‘\w F¥v? (1½)
b) HmIvknP≥ X∑mX (O2) bnse cmk_‘\w F¥v? ImcWw F¥v? (1)
3/8
11. Nne aqeIßfpsS AtbmWoIcW Du¿÷w sImSpØncn°p∂p. (3)
A → 520KJ/mol
B → 2372 KJ/mol
C → 1256 KJ/mol
D → 900 KJ/mol
a) D¬IrjvSaqeIw GXv?
b) Inbmioew IqSnb temlw GXv?
c) AtemlamIm≥ G‰hpw IqSpX¬ km[yX GXv?
12. ]´nI ]q¿ØoIcn°pI. (2)
sj¬ k_vsj√pIƒ Dƒs°m≈mhp∂ ]camh[n
CeIvtSmWpIfpsS FÆw
K ____ 2
____ s, p ____
M s__, __ 18
13. icnbmbh sXcs™SpØv FgpXpI. (2)
a) Kq∏n¬ Xmtgm´v Bt‰manI hep∏w IqSp∂p.
b) ]ncoUn¬ CSØv \n∂v hetØm´v CeIvtSm s\K‰nhn‰n Ipdbp∂p.
c) NaCl Hcp \ndap≈ kwbp‡amWv.
d) s, p F∂o tªm°nse aqeIßsf ]mXn\n[y aqeI߃ F∂p]dbp∂p.
14. Bh¿Ø\ ]´nIbpsS A]q¿Æcq]w XmsgsImSpØncn°p∂p. (2½)
]XoI߃ bYm¿∞a√.
1
2
3 4 5 6 7 8 9 10 11 12
13 14 15 16 17A
B C D
E
F
GH
18
a) d tªm°v aqeIw GXv?
b) G‰hpw henb B‰ap≈Xv GXn\v?
c) D¬IrjvS aqeIw GXv?
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d) CeIvtSm s\K‰nhn‰n IqSpX¬ D≈Xv GXn\mbncn°pw?
e) 2s2, 2p1 CeIvtSm¨ hn\ymkw hcp∂ aqeIw GXv?
15. Nne k_vsj√pIƒ XmsgsImSpØncn°p∂p. (2)
1s, 2p, 5s, 3d, 4d, 3s, 4p
a) Du¿÷w IqSnhcp∂ IaØn¬ FgpXpI.
b) 4d-¬ ]camh[n FX CeIvtSm¨ D≠mhmw?
16. a) 1s2 2s2 2p6 3s2 (3)
b) 1s2 2s2 2p4
c) 1s2 2s2 2p6 3s2 3p5
a) CXn¬ kwtbmPIX H∂v hcp∂ aqeIw GXv?
b) A bpw C bpw tN¿∂m¬ D≠mIp∂ kwbp‡Øns‚ cmkkqXw FgpXpI.
c) temlob kz`mhw D≈ aqeIw GXv?
17. A, B, C, D, E F∂o aqeIßfpsS k_vsj¬ IaØnep≈ CeIvtSm¨ hn\ymkw
sImSpØncn°p∂p.
A 1s2 2s2 2p6 3s1
B 1s2 2s2 2p3
C 1s2 2s1
D 1s2 2s2 2p6 3s2 3p6 4s2 3d1
E 1s2 2s2 2p6 3s2 3p3
a) Htc Kq∏n¬ hcp∂h GsXms°? (1)
b) Htc ]ncoUn¬ hcp∂h (1)
c) p tªm°n¬ hcp∂h (1)
d) \ndap≈ kwbp‡w Xcp∂ aqeIw (1)
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bqWn‰v ˛ 4
teml߃teml߃teml߃teml߃teml߃
1. tkmUnbw, sa·ojyw, Atb¨, tIm∏¿ F∂o teml߃ X∂ncn°p∂p.
a) Pehpambn ]h¿Ø\ XohX IqSnhcp∂ IaØn¬ Ch IaoIcn°pI. (1)
b) D∂X Xm]\nebnep≈ \ocmhnbpambn ]h¿Øn°p∂ temlw GXv? (½)
c) asÆÆbn¬ kq£n°p∂ temlw GXv? (½)
d) tkmUnbhpw Pehpw XΩnep≈ cmk]h¿Ø\Øns‚ cmkhmIyw FgpXpI.
(1½)
2. Irjn Bbp[߃ s]bn‚Sn®mWv km[mcWbmbn ISbn¬ hnev]\bv°v sh°p∂Xv.
a) s]bn‚Sn°m≥ F¥mWv ImcWw? (½)
3. Aeqan\nbw ]mXØn¬ tamcv kq£n°p∂Xv \√X√ F∂p]dbp∂Xns‚
imkvXobX F¥v? (1)
4. Zn + FeSo4 → ZnSo4 + Fe
a) Cu cmk]h¿Ø\Øns‚ t]cv F¥v? (½)
b) HmIvkntUj≥ kw`hn°p∂Xv GXn\v? (1)
c) HmIvkoIcWØns‚ kahmIyw FgpXpI. (1)
5.
Cu
CuSO4
a
Fe
CuSO4
b
Ag
CuSO4
c
a) GXv _o°dnemWv \ndwam‰w D≠mIp∂Xv? (½)
b) B _o°dn¬ \S°p∂ cmk]h¿Ø\Øns‚ kahmIyw FgpXpI. (1)
6. Km¬h\nIv sk¬ cq]oIcn°m\mhiyamb Nne kmaKnIƒ XmsgsImSp°p∂p.
Mg tπ‰v, Cu tπ‰v, Zn tπ‰v, MgSO4 emb\n, CuSO4 emb\n, FeSO4 emb\n,
AgNO3 emb\n, kmƒ v _nUvPv, NmeIw, _o°dpIƒ
a) Chbn¬ Bhiyambh sXcs™SpØv Hcp Km¬h\nIv sk√ns‚ NnXw
hcbv°pI. (2)
b) CXnse Bt\mUv, ImtYmUv Ch GXmWv? (1)
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7.
Fe
CuSO4
a) tIm∏¿ kƒt^‰v emb\nbpsS \ndw F¥v? (½)
b) Ccpºn\v apIfn¬ \nt£]n°p∂ temlw GXv? (1)
8. Km¬h\nIv sk√nse c≠v CeIvtSmUpIfmWv A, B. Chbn¬ \S°p∂ ]h¿Ø\w
Xmsg sImSpØncn°p∂p.
A → An+ +neBn+ + ne → B
a) Bt\mUv, ImtYmUv Ch GXmWv? (1)
b) sshZypX ]hmlZni GXn¬ \n∂v GXnte°mbncn°pw? (1)
9. Km¬h\nIv sk√ns‚ NnXw Xmsg sImSp°p∂p.
Fe
MgSO4
Mg
AgNO3
v
a) sX‰ps≠¶n¬ XncpØn hcbv°pI. (2)
10. Ccpºns‚ [mXp°fmWv Atb¨ ss]ssd‰nkv, tlass‰‰v, am·ss‰‰v F∂nh.
a) CXn¬ Ccpºns‚ Abncv GXv? (½)
b) CXns\ Abncmbn sXcs™Sp°m\p≈ c≠v khntijXIƒ Gh? (2)
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11. tNcpw]Sn tN¿°pI. (2)
A B CAeqan\nbw Nnenkmƒ v]o‰¿ CuFeS2
tkmUnbw tIm∏¿ ss]d‰nkv Al2O3, 2H2O
tIm∏¿ t_mIvssk‰v Fe2O3
Ccpºv tlass‰‰v NaNO3
12. Hcp Abncnep≈ KmMv BWv P2O5.
a) Cu KmMns\ \o°w sNøm≥ Xmsg X∂ncn°p∂hbn¬ GXns\ sXcs™Sp°pw.
(CaO, SiO2) (½)
b) CXns\ vfIvkmbn sXcs™Sp°m\p≈ ImcWw F¥v? (1)
13. ªmÃv ¿Ækn¬ \S°p∂ Hcp cmk]h¿Ø\w XmsgsImSp°p∂p.
CaO + SiO2 → CaSiO3
a) CXn¬ vfIvkv GXv? (½)
b) CXn¬ KmMns‚ kz`mhw F¥v? (½)
c) vfIvkv sXcs™Sp°ptºmƒ i≤nt°≠ Imcysa¥v? (1)
14. tlass‰‰ns\ \ntcmIvkoIcn®mWt√m Ccpºv \n¿Ωn°p∂Xv.
a) Ccpºv \n¿ΩmWØn\v D]tbmKn°p∂ D]IcWØns‚ t]cv F¥v? (½)
b) CXn¬ \n∂v e`n°p∂ Ccpºns‚ t]cv F¥v? (½)
c) CXn¬ \n∂v ImÃv Atb¨ Fßs\ \n¿Ωn°mw? (1)
15. CaO + SiO2 → CaSiO3
Fe2 O3 + 3CO →2Fe + 3 CO2
a) CXn¬ GXmWv vfIvkv? (½)
b) …mKv D≠mIp∂ cmk]h¿Ø\w GXv? (1)
c) \ntcmIvkoImcn GXv? (1)
16. Nne teml߃ XmsgsImSpØncn°p∂p.
(kz¿Æw, Aeqan\nbw, tkmUnbw, kn¬h¿, Atb¨, πm‰n\w, kn¶v)
a) Im¿_¨ D]tbmKn®v \ntcmIvkoIcn®v \n¿Ωn°p∂h GsXms°? (1)
b) sshZypX hnt«jWw hgn \n¿Ωn°p∂ teml߃ Gh? (1)
c) kzX¥cq]Øn¬ ImWs∏Sp∂h GsX√mw? (1)
8/8
17.
a) NnXØn¬ a, b, c ASbmfs∏SpØpI. (1½)
b) Aeqan\nbw Dev]mZn∏n°p∂ ]InbbpsS t]cv? (½)
c) Im¿_¨ ZWvUpIƒ CSbv°nsS am‰p∂Xv F¥n\v? (1)
18. ]´nI ]q¿ØoIcn°pI. (2)
Ão¬ ]tXyIX D]tbmKw
sÃbn≥sekv Ão¬ ________ hml\ßfpsS mK߃
\n¿Ωn°m≥
____________ Im¥oIkz`mhw ___________
\ntImw ________ CkvXncns∏´n
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+ + +
c
b
a
***