756/ 2016

1

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A liuF i ..rlain nuhtir oI oringcr rr I l(r R$. l0 .rnJ in pgual ntrDbpr at ltl Rs. 15.lf h. *lls rhsm ar 15lor Rs 20, J($lp Eain.r h&.i slFl F€r&nragc ?

2, Thohounnd-orr.lekis6.nlong

rd

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m and

a

3. Atn ufruarsol!araFioIiol20oi Irnla5$tdaripricerhitlvis15,xlorvlr,rhc

3

f()ril

ouli h!\ e bt$ Rs 120 rrh.t E

n

l.

A

5,

A srudor sRares l5X of thc tutal

Fdr rul 10

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3061

turl!

tm in 5 lkrs in nrd t.ns Hp k r?tr trir p.d .t rhe jotrrrev bv speJ ot .lt lnpn, an thp K-onJ F.d Lrr dr d in avei.Bc sFcd ot ftrrlthcd\rasr hd."Unl h hin,I\ Ln'!,

t

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A a.iioh lbu8nt a.errain nrmb€r

.t.hns.s loi Rs. 70 Il the price ol each orange ,

w$ Rr 21n!, he wolld hare t{!8hr I tron rufrh.r ol oranges he b.ught orignDlh.

.

n8* l.r rh. ianeanoun| find

the

6n! C logether can e.h Rs 32,1{r in 18 (liv! A and C car earn Rs. 1200 in 10 dnvs $ hor$ B mn c .d cam Rs. lSlO nr I.r dn$. Fini thd d.nv €mings oI C, A,

9,

Th. dilloren..

B

.o\ound int r.st .nJ thr siniple naer€sr for trLo rcas on srmara.eliain rateol interst k lts.6J. I-ind rne pnnctpal ii thecompunJ int 43t tf lrio feaF is Rr tltl.

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in nn (\nn and gctr 25 mrts m@ the thc 211 o, thc k'r fuk in tne s:lln er:m an.t tails as n lcNctrb8. oI lne robl marG 2

lM*r.

A t{'R)n bus

7,

tho

th. prollftr

9.15

s.n tFh b^.k dre a'nounr he had inrstcn tn huliht lxrDDlgo.s b\ seuhg rh.m. whar ishis Fofit Fe.centage ?

tr

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rinJ th. ar.i 3ry.tr hv il behven

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sd B * o.tin8 seFFte! .oarpldc. f,o nr3dsrian{ 12,.la\'t FsF<6rclt. ftp! $,ort on altcttule da$ st ding rlnh A rh the fttr dar In h.h man\ dals *ill the s o* t{ dElPl.tlrt ? A

A i..fr ol trr p6ple Add 3\'hoc.n rimtlor. r tn{e ot rork togerh€r b.8in tte kor( C joins th.d iltly 3 J.r$ anJ dr suk *.t5..mpl.teat in 2r dayt atttr Cininsth6. In how Jals i.n c.tl.nf comtl.t theIDrk?

in,O.latt

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lillha a r.nr ot 200 litr$ cnpacr|r al 5 litres/hr. B€caus€ ol a |tal 30 IE more b dl th€ tanl. r\ht is th€ rare in litres/hJ ar which rah ii l€ating ?

12, A Ffe 13.

js

A tank is tun ol \ ier. A nr.in nip. rvhnn cd €mph the tull 13 mintrr5 lrrcr nothd FiF shich 6tr lil rne enp\' Alter ho$ mcl tim€ in totrl is lhe ranr tun .gain 2

opd.d. opsEd

la. h a alt) m .a.c .\ b$ts B hr 25 r] m 5 R6dt 15,

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A 3rtigit nunb€r G I I tinles $e 2-nigit nuhb€r fome.t uit diAit ol the r-di8 numtpr prfdtilelr, in the

{a)

tnt

!a sing ard

in 60 minut€s in 30 minures

is i'

3

3

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the hun teds and the pla.e oi rhe 2-digit

urs

difddc. trtrQn dl. JiSit in rens pla.! and rhe digit in hun lreds Fldce $Ihar is the d,gl h the units !'lNe ? Fron (a) i( ttu dirtercn.s bdw*n the digt in to$ Flace md that in the s pla.d oI ftp ldigii numbrr is l, whnt is the 3di8it nlmtq ? It the ditieren.e b.t$'.rn thc diEit nr h.ns prr.e and b5ar in the ulits place ot 5 3-digil nunbd is rdre.r rhe di{erenlt berw€d the digit in lec Flace and tn digit in hd&elL ph.o li.!t the tohl nuFba oi such 3digit nmbd'

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Ued tr pur.naie one IiE€ ot FFd can be u*d to purhe 3 fhi DI di*l or 5 lits ot lGos* Out oI . .drain .mdt, Rs. 510 is sp€nr m diel. ta) Ho$ nu.h is sFnt on ke'.*ne il equal rolurc ot rhe 3 liquiib e F(hr5€d 2 $ ith dE tobl amounl ? O) t\lEtbin h th€.Runr spent d FeEolit the rotal ammt is sldt b puftna* 2 egual rolume! oI pPhn.^d krtm d v ? (.) rlrrDt *il t th€ btal am.unt ro puEh.* t litres ot 6ch oI the I liqli.ls .r th€ .

16. the ao(Mt

17.

A bag coftalas coi ol n)ur dilleRnr &rcmiMtiorc, liz t-tup€€, SCpaie, 2tpiis atut 1o-paise There are as mant 50-fai* coirc as the valu. of 25-paise coins in tupe' I}le value ol liuFee coirs in is 5 tih6 th€ valuc oI tlpn* miN. Th€ Eho oI the numbd ot rGpai* .oins n) drat ol l{upe $na is 43, rvhne the toral numb€r oI coine in the bag is 325 (a) How m 10 Faisc (oins rre tne ? (b) $tEi is the valu€ ol xrpaise cois 7 (.) wnat is thp roral lalue oI th. coiE in $e tDg ?

lA.

A |'ain ooss.s hvo brdgds l1(r m and 550 m lon8 in 30 EFdiverv. Find the stan ol th€ hain in kmph.

19,

jrh ros a dilratue ot 12 tm i^ I hr in stil *.b ari in 30 minutes agaiftt rhe @mr Find rhe timr tild br nin b dv 15 h $ nh dE mr dd rerm b ine A

sron& md

36

s{ond3

5

I 5

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3

20, 3 .or5 d! e6.h ried to I .omeE ol a quF plot or side 28 m wirh FiRt the ae mt Bre.l b\ dp !r,s in the plot.

21.

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3

ituiileolnaudibiun, tlE painterplds his ladddaS.mta $all tu.r!dFtthelototrh€laddtrisnN.hesthe$.[.tah€ightot2!t*t .rierlh€wuk

3

roper l,r

Whil. fainting dp

on rhs wall stu orer, (eepnig the ioot ot the Ldder iixed ar the sffi? le.N .Sainst rh. Nrll on lhe op!6ite eide atrl the k'p ol rha laddd rouchs rlE a6I at a height ot 20 L the dislm* betwq rhe w.lL k 22 fcer, r'hnt is rhe Lngth ot the

loirt,

f€r

22.

A c6ba.t $As ro bc onFl€l&t in.r0 dals and 2r en rvec put ro $o!k, Al[er 28 aF rr frop men h-eF .nEa8€it ard th. rirt rd .mpletlrj iEt in titu. HaJ m lxlra ncn b*n €rga8ed, how tuny dnys wouni *E wort hav. talen ?

23,

U 30 mon $orking 5 hrs a $ ill it ble 20 men to

24,

da!.an

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the

mre. @d 30)n€h6

r6d

1q) tuE€s long

lonS in 12tlaB, How 8 tus 6 .tav ?

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d €l{don 69 of the toral votcrs did not c6t th€n voks .nd 530 vote! wera d{lde{i i.valid. Thde ${re t$ o @ntest nls in tlp lloll A a.d B. A d€{6led B t'v 6d) lot€s It w.s l(mrl thai A ,{ure!t 55,.,, oI the total lecal Dolled rctes. Finn the total At

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156/2016

qnp-156-2016.pdf

w$ Rr 21n!, he wolld hare t{!8hr I tron . n8* l.r rh. ianeanoun| find the. rufrh.r ol ... A |'ain ooss.s hvo brdgds l1(r m and 550 m lon8 in 30 sron& md 36 s{ond3 3.

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