CPT Mock Test – 3 2nd Session Duration : 2 Hours
Test Booklet No. – 110016 Date: - 11.12.2016 Total Marks : 100
(1) Ans. b
Explanation:
Hkkjr esa jk"Vªh; vk; dh x.kuk ds fy, CSO mRrjnk;h gSA
(2) Ans. d
Explanation:
ekaxh xbZ rFkk iwfrZ dh ek=k
(3) Ans. d
Explanation:
;fn AP de gks rks MP vksj Hkh de gksxkA MP < AP
(4) Ans. c
Explanation:
AR cjkcj MR ij QeZ dk lkE; fcUnq ugha gksrk gS bldk lkE; fcUnq MC= MR ij gksrk gSA
(5) Ans. b
Explanation:
pw¡fd egkRek xk¡/kh jk"Vªh; xzkeh.k jkstxkj xkjUVh ;kstuk ds vUrxZr de ls de 100 fnuksa ds fy, xzkeh.k {ks=ksa ds ifjokjksa dks jkstxkj feyrk gSA
(6) Ans. a
Explanation:
Hkkjr ds ikl 7517 fd-eh- yEch ,d rVh; js[kk gS 12 cMs canjxkg rFkk 200 NksVs canjxkg gSA
(7) Ans. a
Explanation:
TRIPs dk vFkZ VSªM fjysVsM bVySDpqvy izkWiVhZ jkbVl gksrk gSA
(8) Ans. d
Explanation:
d`f"k ij dj yxkuk Hkwfe lq/kkj dk Hkkx ugha gS rFkk ;g dj lq/kkj dk Hkkx gSA
(9) Ans. a
Explanation:
pw¡fd NSSO ds vuqlkj URP esa lanHkZ vof/k 30 fnu gksrh gSA
(10) Ans. b
Explanation:
og ml le; for ea=h FksA
(11) Ans. b
Explanation:
p;ukRed mik;] lk[k ds fo’ks"k cWaVokjs ls lEcfU/kr gSA
(12) Ans. b
Explanation:
Tkekvks dk og Hkkx tks cSad Lo;a ds ikl j[ks og oS/kkfud rjyrk vuqikr gksrk gSA
(13) Ans. a
Explanation:
D;ksafd ;fn QeZ dk vkÅViqV 'kqU; gks rc Hkh TFC fo|eku jgrk gS] blfy, AFC /kukRed gksxkA
(14) Ans. b
Explanation: AVC = TVC / Q
TVC = TC – TFC
TC = 400
TFC = 200
blfy;sas TVC = 200 gksxkA vc AVC = 200/10 = 20
(15) Ans. b
MC =
MC =
MC = 40
(16) Ans. a
Explanation:
pwafd 'kq) vYikf/kdkj esa leku mRikn gksrs gS
mnkgj.k % ,Y;qehfu;e m|ksx
(17) Ans. a
Explanation:
pwafd 1995 esa GATT dks WTO ls izfrLFkkfir fd;k x;kA
(18) Ans. c
Explanation:
pwafd RBI dHkh Hkh vke turk dks _.k ugha nsrkA
(19) Ans. a
Explanation:
pw¡fd Lora=rk ds le; 72 izfr'kr tula[;k —f"k ij vkfJr FkhA
(20) Ans. b
Explanation:
pw¡fd iw.kZ ifjokj fu;kstu dk;ZØe dh LFkkiuk 1966 o"kZ esa gqbZ FkhA
(21) Ans. c
Explanation:
vkn’kkZRed foKku leL;kvksa ds lek/kku ls lacaf/kr gSA ;g ekSfyd fu.kZ;ksa ls lEcfU/kr gSA
(22) Ans. a
Explanation:
vf/kd iwath fuekZ.k vFkZO;oLFkk dh vkfFkZd o`f) n’kkZrk gSA
(23) Ans. a
Explanation:
iw.kZ lUrqf"V ds fcUnq ls rkRi;Z ^^vf/kdÙke lUrqf"V ds fcUnq** ls gSA tc MU 'kwU; rFkk TU vf/kdre gksrk gSA
(24) Ans. d
Explanation:
NDPMP = GDPFC + N.I.T – Depreciation
(25) Ans. c
Explanation:
iqjkuh dkj dh dher ftls [kjhnk ;k cspk x;k gks D;ksafd iqjkuh dkj dh dher ml o"kZ esa igys ls gh 'kkfey gksrh gS ftl o"kZ esa mls [kjhnk x;k gSA
(26) Ans. c
Explanation:
Hkkjr esa vf/kdÙkj csjkstxkjh lajpukRed gS] vFkkZr vFkZO;oLFkk dh lajpuk ,slh gS fd og Je 'kfDr esa jkstxkj ds bPNqd O;fDr;ksa dks jkstxkj ds volj nsus esa vleFkZ jgrh gSA
(27) Ans. a
Explanation:
pwafd ,;jiksVZ vksFkksZjksfV vkWQ baf.M;k 125 gokbZ vM~Mksa rFkk ikap varjkf"Vª; gokbZ vM~Mksa dk izca/ku djrk gSA
(28) Ans. a
Explanation:
jktdks"kh; vuq’kklu dks iqu% cgky djus ds fy;s jktdks"kh; mÙkjnkf;Ro rFkk ctV izcU/ku (FRBM) fcy 2000 esa yk;k x;k rFkk 2003 esa FRBM Act ikfjr gqvkA bldk mˆs’; GDP ds vk/ks izfr’kr ls ldy jktdks"kh; ?kkVs dks de djuk FkkA
(29) Ans. c
Explanation:
Hkqxrku larqyu lnSo gh larqyu dk gksuk pkfg, D;ksafd ;fn vkf/kD; vkrk gS rks ;g ns’k ds ckgjh lap;ksa ls tqM+ tkrk gS] rFkk ;fn ?kkVk fn[kkbZ nsrk gS rks ns’k ds fons’kh lap;ksa esa deh yk nsrk gSA
(30) Ans. c
Explanation:
IBRD ¼iquZfuekZ.k rFkk fodkl dk vUrjkZ"Vªh; cSad½ dks fo’o cSad ds uke ls tkuk tkrk gSA 1945 esa Bretton Woods esa fopkj & foe’kZ ds ,d Hkkx crkSj cuk;k x;k FkkA
(31) Ans. d
Explanation:
:Ik;s dh iw.kZ ifjorZuh;rk ds izfr igys pj.k ds :Ik esa :Ik;s dk 1991 esa cM+h eqnzkvksa ds izfr voewY;u fd;k x;k blds ckn 1992 & 1993 esa nksgjh fofu;e nj iz.kkyh dks izkjEHk fd;k x;k rFkk O;kikj [kkrs ij :Ik;sa dh iw.kZ ifjorZuh;rk 1993 & 94 esa ykxw dh xbZA vxLr 1994 esa Hkkjr us pkyw [kkrs ij iw.kZ ifjorZuh;rk izkIr dj yhA
(32) Ans. d
Explanation:
CRR esa o`f) ds izHkko dks lekIr djus ds fy;s mijksDr lHkh dFku lR; gSa
(33)Sol. / ¼a½
bl fof/k ds vUrxZr fl)kUrksa dks rkfdZd :i ls fudkyk tkrk gSA dqN vk/kkjHkwr ekU;rkvksa ;k Lohdk;Z fl}kUrksa ;k lR;ksa ds vk/kkj ij] ftudks LFkkfir fd;k tk pqdk gS rFkk ih<+h nj ih<+h vkxs c<+k;k tkrk g]S fu"d"kZ vkSj lkekU; fl)kUr fudkys tkrs gSaA
(34)
Sol. / ¼a½
ek¡x esa foLrkj o ladqpu oLrq dh dher esa ifjorZu ds gh dkj.k gksrk gS ftlds dkj.k lkE; fcanq leku ek¡x oØ ij Åij rFkk uhps f[kldrk gSA bls ek¡x oØ esa xfr'khyu dgrs gSaA
(35)
Sol. / ¼a½
;fn vk; esa o`f) gksus ij oLrqvksa ij [kpZ dh tkus okyh vk; ds Hkkx esa Hkh o`f) gks tk;s rks vk; yksp bdkbZ ls vf/kd ykspnkj gksxhA
(36)
Sol. / ¼b½
es =
blfy, iwfrZ dh yksp bdkbZ ls de ykspnkj vFkkZr~ csykspnkj gksrh gSA
(37) / ¼c½
Sol. / ;g ;kstuk fofHkUu jkT;ksa ds pqus x;s ftyksa esa ykxw dh tk jgh gS bldk ,dek= mís’; [kk| Qlyksa tSls pkoy] xsg¡w] nkyksa esa vkRefuHkZjrk ikuk gSA
(38) / ¼c½
Sol. / bl fl)kUr ds vuqlkj izFke pj.k esa tUe&nj ,oa e`R;q&nj nksuksa Å¡ph jgrh gSA f}rh; pj.k esa tUe&nj /khjs&/khjs uhps vkrh gS ysfdu e`R;q&nj vR;Ur rsth ls uhps vkrh gSa rFkk r`rh; pj.k esa e`R;q&nj rFkk tUe&nj nksuksa uhps jgrh gSaA
(39) / ¼c½
Sol. / lkekU; Lrj O;fDr;ksa dh ,slh la[;k dk vuqeku yxkrk gS ftudks ykbZykt rkSj ij csjkstxkj crk;k tk ldrk gSA ;g eki csjkstxkjh dk U;wure vuqeku yxkrk gS] fo'ks"kr% ,d xjhc vFkZO;oLFkk ds fy,] ftlesa dqN gh O;fDr ,d yEch vof/k ds fy, fcuk dke ds jg ldrs gSaA
(40) / ¼a½
Sol. / dks;ys] xSl rFkk rsy }kjk iSnk dh x;h fo|qr FkeZy fo|qr dgykrh gSA
(41) / ¼b½
Sol. / jk"Vªh; lk{kjrk fe'ku dk izkS<+ f'k{kk ds fy, ,d izkS|ksfxdh fe'ku ds :i esa lu~ 1998 esa 'kqHkkjEHk fd;k x;kA ;g ,d le;c) rjhds ls 15&35 vk;q oxZ esa ns'k ds Hkhrj xSj &lk{kj yksxksa dks fØ;kRed lk{kjrk iznku djus dk y{; ys dj pyrk gSA
(42) / ¼c½
Sol. / bl LQhfr ds varxZr vkfFkZd fLFkjrk] ftlesa fodkl dh nj uhph gksrh gS ftlds lkFk dherkas esa o`f} tkjh jgrh gSA
(43) / ¼c½
Sol. / cSafdax {ks= esa Lopkfyr ekxZ ds vUrxZr futh {ks= ds cSad esa izR;{k fons'kh fuos'k dh lhek dks 74 izfr'kr rd c<+k;k x;kA
(44) / ¼b½
Sol. / iw.kZ i¡wth [kkrsa esa ifjorZuh;rk ij rkjkiqj lfefr II us i¡wth [kkrk ifjorZuh;rk gsrq ,d jksMeSi dk lw=ikr fd;kA Bksl O;kid vkfFkZd <+kapk] etcwr foÙkh; iz.kkfy;k¡ rFkk foosdiw.kZ fu;a=.kdkjh <kapk] ;s lHkh i¡wth ifjorZuh;rk ds fy;s iwoZ 'krZ gSaA
(45) / ¼a½
Sol. / IDA – International Development Association dks fo'o cSad dh mnkj _.k laLFkk dgk tkrk gS] D;ksafd ;g laLFkk xjhc ns'kksa dks C;kt eqDr _.k nsrh gSA
(46) / ¼d½
Sol. / jkT; foØ; dj ¼jkT; ds Hkhrj ysunsuksa ij dj½ dks lHkh jkT;ksa esa Value Added Tax (VAT) }kjk izfrLFkkfir fd;k tk jgk gSA
(47) / ¼d½
Sol. / Hkkjr esa ,d :i;s dk uksV] flDds ,oa vU; lgk;d flDdksa ds vykok lHkh izdkj ds uksV rFkk flDds Hkkjrh; fjtoZ cSad }kjk fuxZfer fd;s tkrs gSa] ijUrq ,d :i;s dk uksV] flDds ,oa vU; lgk;d flDds Hkkjrh; ljdkj ds foÙk ea=ky; }kjk fuxZfer fd;s tkrs gSaA
(48) / ¼b½
Sol. / tc lk/ku ykxr ij 'kq) jk"Vªh; mRikn esa ls fons'kksa ls izkIr 'kq) lalk/ku vk; dks ?kVk fn;k tkrk gS] rks lk/ku ykxr ij 'kq) ?kjsyw mRikn izkIr gksrk gSA NDP(FC) = NNP(FC) – NFIA
(49) / ¼c½
Sol. / foijhr jsiks nj og nj gS ftl ij Hkkjrh; fjtoZ cSad okf.kfT;d cSdksa ls jde m/kkj ysrk gSA ;g orZeku esa 6-25 izfr'kr gSA ¼July, 2013½
(50) / ¼b½
Sol. / dqy jk"Vªh; vk; esa fofHkUu {ks=ksa ds ;ksxnkuksa dk vuqeku fofHkUu fof/k;ksa }kjk yxk;k tkrk gSA bl izdkj d`f"k esa 'kq) ewY; o`f) dk vuqeku mRiknu fof/k }kjk yxk;k tkrk gS] lsok {ks= esa 'kq) ewY; o`f) dk vuqeku vk; fof/k }kjk yxk;k tkrk gS vkSj fuekZ.kh {ks= esa 'kq) ewY; o`f) dk vuqeku O;; fof/k }kjk yxk;k tkrk gSA
(51) Ans. a
Explanation:
k=111(2+3k)
= (2+3) + (2+32) + (2+33) + ... + (2+311)
= 22 + (3 + 32 + 33 + ... + 311)
= 22 + 3
= 22 + (311 – 1)
(52) Ans. a
Explanation:
∵ /∵ /
\ / a =–16
(53) Ans. d
Explanation:
x = 1+a+a2+...+¥
x = ∵ a =
y = 1+b+b2+...+¥
y = ∵ b =
1+ab+a2b2+...+¥
S¥ =
=
(54) Ans. c
Explanation:
=
=
=
(55) Ans. c
Explanation :
pw¡fd ykxr oØ js[kh; gS vr% ge fopkj djrs gS ykxr oØ dks y=Ax+B tgk¡ y gS dqy ykxrA
vc x=80, y ds fy;s =2,20,000. ∴ 2,20,000 = 80A+B…….(i)
rFkk x = 125; y=2,87,500 ∴ 2,87,500 = 125A+B………(ii)
(i) dks (ii) ls ?kVkus ij 45A=67,500 ;k A=1500
vr% (i) 2,20,000 – 1500 (80) = B ;k B =2,20,000-1,20,000=1,00,000
vr% ykxr js[kk dk lehdj.k gS y = 1,500x+1,00,000.
x=95, y=1,42,500+1,00,000=Rs. 2,42,500.
∴ vr% 95 T.V. dh ykxr Rs. 2,42,500. gksxhA
(56) Ans. b
Explanation :
;qxir lehdj.k o ds vuUr gy gksaxs ;fn
vr%
(57) Ans. c
Explanation :
So (A-B)(B-A) = {1,2,3,4,5,6,7}
and also (A-B)(B-A). Hence option (C) is correct.
(58) Ans. a
Explanation :
lEcU/k dk nk;jk gSA
(59) Ans. c
Explanation :
;k,
6x + 4 = A (x – 3) + B (x – 2)
x = 3 j[kus ij B = 22
x = 2 j[kus ij A = –16
= –16 log (x–2) + 22 log (x–3)
= 22 log (x–3) – 16 log (x–2) + c
(60) Ans. a
Explanation :
xy (x – y) = 0
x2y – xy2 = 0
(61) / (b)Ans. / Explanation :
Qyu vlarr~ gksxk tc
(x-1) (x-2) = 0
rFkk 2 ij Qyu ifjHkkf"kr ugha gS] rks 1]2 vlrrk ds fcUnq gSA
(62) / (b)
Ans / Explanation :
3 o"kZ dk lk/kkj.k C;kt = 2700 – 2520 = Rs. 180.
2 o"kZ dk lk/kkj.k C;kt = Rs. 120.
ewy/ku = Rs. 2520 – Rs. 120 = Rs. 2400 nj =
(63) / (d)
Ans / Explanation :
(64) / (b)
Ans / Explanation :
Ekkuk 2000 esa tula[;k P gS rFkk 2002 esa tula[;k ¾ 270400
o`f)nj r = 45 izfr gtkj izfro"kZ rFkk n= 2 o"kZ 270400 = P
(65) / (b)
Ans / Explanation :
(66) / (d)
Ans / Explanation :
izFke crZu f}rh; crZu
K:P K:P
5:3 7:2
nksuks izdkj ds feJ.k 5:4 ds vuqikr esa feyk;s x;s gS
vr% u;s feJ.k dk vuqikr gksxk & dsjkslhu : isVªksy
449 : 199
(67) / (a)
Sol. / Explanation :
Nk= : Nk=k;sa = 3 : 5.
vuqikrksa dk ;ksx = 3 + 5 = 8.
fo|ky; esa Nk=ksa dh la[;k = = 270
fo|ky; esa Nk=kvkas dh la[;k =
ekuk u;s izos’k ysus okys Nk=ksa dh la[;k x gS] rc Nk=ksa dh dqy la[;k gksxh (270 + x).
18 u;h Nk=kvkas dks izos’k nsus ds ckn fo|ky; esa Nk=kvksa dh dqy la[;k 450 + 18 = 468.
iz'ukuqlkj : (270 + x)/468 = 2/3
810 + 3x = 936
3x = 126
x = 42.
(68) / (c)
Sol. / Explanation :
;gk¡
=
(69) / (b)
Sol. / Explanation :
5 O;fDr;ksa dh xksy est ds pkjksa rjQ dh O;oLFkk,a
efgykvksa ds cSBus ds fy, iq:"kksa ds chp 5 LFkku miyC/k gS ftlls fd dksbZ Hkh nks efgyk,a lkFk u cSBs
dqy
=
= 2880
(70) / (a)
Sol. / Explanation :
nh xbZ js[kk ds yEcor js[kk dk lehdj.k gksxk …(1)
pq¡fd ;g js[kk fcUnq (4, 5) ls xqtjrh gS vr%
k dk lehdj.k ¼1½ esa j[kus ij
(71) / (a)
Sol. / Explanation :
,d dksbZ Hkh LosPN fcUnq ekuk (5, 0) ysus ij rFkk bls vlfedk j[kus ij tks fd oS/k gS] vr% mÙkj (A) gSA
(72) / (a)
Sol. / Explanation :
6 xasncktksa rFkk 9 cYyscktksa esa ls de ls de 3 xsanckt pquus ds fuEu rjhds gks ldrs gSaA
(i) 3 xsanckt rFkk 8 cYysckt
bls rjhdksa ls pquk tk ldrk gSA
(ii) 4 xsanckt rFkk 7 cYysckt
bls rjhdksa ls pquk tk ldrk gSA
(iii) 5 xsanckt rFkk 6 cYysckt
bls rjhdksa ls pquk tk ldrk gSA
dqy rjhdksa dh la[;k = 180+540+504 = 1224 rjhds
(73) / (d)
Sol. / Explanation :
ekuk la[;k;sa a rFkk b gSA
vr% xq.kksÙkj ek/; = = 9 (fn;k gS) ab = 81 … (1)
rFkk lekUrj ek/; = (fn;k gS) a + b = 30. … (2)
ge tkurs gSa fd (a - b)2 = (a + b)2 – 4 ab = 302 – 4 x 81 = 900 – 324 = 576. …(3)
a – b = 24.
lehdj.k (2) rFkk (3) dks gy djus ij a = 27, b = 3.
(74) / (c)
Sol. / Explanation :
vc
=
=
= 9x + 8
(75) / (a)
Sol. / Explanation :
x ds lkis{k vodyu djus ij]
(76) / Ans. d
(77) / Ans. d
Explanation:
oxZ vkd`fr
fn;k x;k oxZ ¼lekos’kh oxZ½
¼viothZ oxZ½
oxZ vUrjky
vr % oxZ vko`fÙk ?kuRo
(78) Ans. b