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MSCE Pune 8th Scholarship 2024 Question Paper Hindi Paper 1

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MSCE Pune 8th Scholarship 2024 Question Paper Hindi Paper 1 - Page 1 of 33

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MSCE Pune 8th Scholarship 2024 Question Paper Hindi Paper 1 is available here for free download. Published by Maharashtra Exams for MSCE PUP PSS, this question paper can be viewed online or downloaded as a PDF (33 pages). Candidates preparing for MSCE PUP PSS can use MSCE Pune 8th Scholarship 2024 Question Paper Hindi Paper 1 to understand the exam pattern, the type of questions asked, and the overall difficulty level.

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Page 1

FOR MSCE PUNE 8TH SCHOLARSHIP EXAM PREPARATION

MSCE Pune 8th
Scholarship 2024
Question Paper · Hindi
Paper 1
EXAM YEAR TYPE SUBJECT

MSCE Pune 8th Scholarship 2024 Question Paper Hindi Paper 1

Notes · Sample Papers · Previous Year Papers · Mock Tests

Page 2

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àíZnÌ hb H$aZo go nhbo H¥$n`m ZrMo {X`o JE {ZX}em| H$mo Ü`mZnyd©H$ n‹T>| :
(1) Bg àíZnÌ Ho$ Xmo ^mJ h¢& {Og‘| go ^mJ - I ‘| àW‘ ^mfm {df` go g§~§{YV 1 go 25 Am¡a ^mJ II ‘| J{UV {df`
go g§~§{YV 26 go 75 àíZ nyN>o JE h¢& g^r 75 àíZ hb H$aZm A{Zdm`© h¡&
(2) àË`oH$ àíZ 2 A§H$ Ho$ {bE h¡&
(3) àíZnÌ hb H$aZo Ho$ {bE Hw$b 90 {‘ZQ> H$m g‘` {X`m OmEJm&
(4) CÎma XoZo Ho$ {bE ñdV§Ì CÎman{ÌH$m Xr OmEJr& àË`oH$ àíZ H«$‘m§H$ Ho$ gm‘Zo Mma {dH$ën Ho$ {bE H«$‘mZwgma XrK©d¥Îm
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{XE JE h¢& {OZ‘| go ghr CÎma - {dH$ën Ho$ XrK©d¥Îm H$mo ZrMo {XE JE CXmhaUmZwgma ^a|&
CXm. àíZ H«$. 6 H$m ghr CÎma {dH$ën H«$. 2 h¡, Vmo AmJo {XE AZwgma CÎma ^a|&
e m
àíZ H«$. 6 1 1 3 4
l as
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Ho$ CÎma H$mo "eyÝ`' A§H$ {XE Om`|Jo& 1 2g
(5) ZrMo {X`o JE CXmhaU Ho$ AZwgma A§{H$V {H$E JE CÎma ñdrH$m`© Zht {H$E Om`|Jo& Bg àH$ma A§{H$V {H$E JE àíZ
4
(6) àíZnÌ ‘| bJ^J 20% àíZ Eogo hm|Jo {OZHo$ 4 CÎma - {dH$ën ‘| go Xmo {dH$ën ghr hm|Jo& do Xmo {dH$ën A§{H$V
H$aZm A{Zdm`© h¡& {OgHo$ {bE àíZm| Ho$ gm‘Zo H$moð>H$ ‘| "Xmo ghr {dH$ën MwZ|' Eogm {ZX}e {X`m hmoJm&
(7) "Xmo ghr {dH$ën MwZ|' Eogo {ZX}e Ho$ A{V[aº$ AÝ` {H$gr ^r àíZ Ho$ {bE EH$ go A{YH$ XrK©d¥Îm H$mo ^aZo `m
{MÝhm§{H$V H$aZo na Cg CÎma H$mo ñdrH$m`© Zht {H$`m OmEJm&
(8) EH$ ~ma A§{H$V {H$E JE CÎma Xmo~mam ~Xbo Zht Om gH$Vo&
(9) {dH$ën Ho$ CÎma A§{H$V H$aZo Ho$ {bE Ho$db H$mbo Am¡a Zrbo a§J Ho$ ~m°bnoZ H$m hr BñVo‘mb H$a|& nopÝgb go A§{H$V
CÎma ñdrH$m`© Zht {H$E Om`|Jo& m
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(10) àíZnÌ Ho$ àË`oH$ n¥ð> Ho$ ZrMo Am¡a A§{V‘ n¥ð> na H$ƒo H$m‘ (Rough work) Ho$ {bE Imbr OJh h¡, dht H$ƒm

m .co H$m‘ (Rough work) H$a|&
s e m
s e l a
(11) narjm H$s Ad{Y ‘`m©{XV hmoZo Ho$ H$maU `{X {H$gr àíZ H$m CÎma AmnH$mo Zht nVm hmo Vmo AmJo Ho$ àíZ hb H$a|&
l a A§V ‘| g‘` ~MZo na ah JE àíZm| Ho$ {bE nwZ… à`mg H$a|&
ag
ag (12) {H$gr àíZ ‘| Ìw{Q>/JbVr n[ab{jV hmoZo na n`©dojH$ `m narjm H|$Ð g§MmbH$ go {dMma {d‘e© Zm H$a|&
(13) àíZ ‘| Ìw{Q>/JbVr/BgHo$ g§~§Y ‘| {ZdoXZ {dÚmb` AWdm A{^^mdH$m| Ûmam g‘yh {ejUm{YH$mar `m {ejUA{YH$mar
Ho$ nmg {bpIV ê$n ‘| Z ^oOH$a g§~§{YV {dÚmb` Ho$ bm°{JZ go Am°ZbmBZ nÕ{V go hr ^oO|&
(14) Ìw{Q>/JbVr/BgHo$ g§~§Y ‘| {ZdoXZ Am°ZbmBZ n{ÕV go ^oOZo H$s Ad{Y narjm n[afX Ho$ {ZX}e ñWmZ go A§V[a‘
(AñWm`r) CÎma gyMr Ho$ ào{fV hmoZo go boH$a 10 (Xg) {XZ VH$ ahoJr&
(15) Q>§H$U Xmof `m AÝ` H$maU go àíZ JbV n[ab{jV hmoZo na {deofk g{‘{V Ho$ {ZU©`mZwgma `mo½` H$m`©dmhr H$s Om`oJr&
(16) ‘yb ‘mÜ`‘ Ho$ gmW A§J«oOr ^mfm ‘| ^r àíZnÌ {X`m J`m h¡& ‘yb ‘mÜ`‘ Ho$ g§{X½Y àíZm| Ho$ {bE A§J«oOr àíZ XoI|&

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{d^mJ - I
qhXr

01. "H$ënd¥j' eãX ‘| {H$VZo ì¶§OZ h¡? nhMm{ZE:
(1) N>h (2) gmV
(3) nm±M (4) Mma

02. "a‘oe Ky‘Vm hþAm Om ahm h¡&' aoIm§{H$V A§e Ho$ H¥$X§V H$m àH$ma nhMm{ZE:
(1) nyU© {H«$¶mX²¶moVH$ (2) VmËH$m{bH$
(3) nyd©H$m{bH$ (4) dV©‘mZH$m{bH$

03. "Xg h¡ AmZZ {OgHo$' Bg {dJ«h H$m gm‘m{gH$ eãX d g‘mg nhMmZmo&
(Xmo n¶m©¶ MwZmo)
(1) VËnwéf (2) XemZZ
(3) ~hþd«r{h (4) Û§Û

04. {ZåZ{b{IV dm³¶ ‘| H$m¡Z-gm {dam‘ {Mh²Z ~ma-~ma Am¶m hþAm h¡?
H${dVm, g{dVm, G$Mm, gm¡a^ Vw‘ bmoJ ‘oao Xb ‘| hmo&
(1) Aën{dam‘ (2) AY©{dam‘
(3) nyU©{dam‘ (4) ¶moOH$ {Mh²Z

05. {ZåZ{b{IV ‘| go H$m¡Z ì¶p³VdmMH$ g§km Zht h¡?>
(1) {gX²Yy (2) {h‘mb¶
(3) amo{hV (4) boIZr

a’$ H$m¶© hoVy ñWmZ

0311-Hindi Set-A 2 of 32 Contd...

Page 4

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ZrMo Xr JB© n§p³V ‘| go Ab§H$ma H$m C{MV n¶m©¶ nhMm{ZE:>
^yn ghg Xg EH$qh ~mam& bJo CR>mdZ Q>aV Z Q>mam&&
(1) énH$ Ab§H$ma (2) CËàojm Ab§H$ma
(3) A{Ve¶mop³V> Ab§H$ma (4) íbof Ab§H$ma

m
07.
o m oX ‘| JbV n¶m©¶ H$mo nhMm{ZE:
ZrMo {XE JE g§{Y-{dÀN>
m .co
(1) ñdmJV - .gwc + AmJV e
e m (2) Obm¡K - Ob + Am¡K
l as
g l as - J¡ + AZ
(3) Jm¶Z (4) gÝ‘{V - gV² + ‘{V
ag
a
08. "dh BVZm ‘yI© Zht h¡&' dm³¶ ‘| dm³¶ H$m àH$ma nhMm{ZE:
(1) BÀN>mW©H$ (2) g§Ho$VmW©H$
(3) {ZfoYmW©H$ (4) {dYmZmW©H$

ZrMo {XE JE dm³¶ ‘| H$mb H$m àH$ma nhMm{ZE: m
co
09.
""gy¶© nhm‹S>r Ho$ Cg nma Om ahm h¡&''
m .
s e
(1) AnyU© dV©‘mZ H$mb
l a (2) dV©‘mZ H$mb
(3) ^yVH$mb ag (4) ^{dî¶ H$mb

10. ZrMo {XE JE dm³¶ ‘| H$Vm© nhMm{ZE:
am‘ Ka OmVm h¡&
(1) Ka (2) OmVm
m
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(3) am‘ (4) OmVm h¡
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l a a’$ H$m¶© hoVy ñWmZ ag
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11. {ZåZ ‘| go ‘h{f© dmë‘r{H$ H$s aMZm H$m¡Z-gr h¡?
(1) ‘hm^maV (2) JmoXmZ
(3) gmIr (4) am‘m¶U

12. ^maV H$s à{gX²Y ‘wÐm ³¶m h¡? C{MV n¶m©¶ nhMm{ZE:
(1) S>mba (2) én¶m
(3) nm¢S> (4) XrZma

àíZ 13 go 15 Ho$ {bE gyMZm:
{ZåZ{b{IV JÚ n[aÀN>oX H$mo ܶmZnyd©H$ n‹T>H$a nyN>o JE àíZm| Ho$ CÎma H$m C{MV n¶m©¶ H«$‘m§H$
{b{IE:
amoOr H$s O¡go hr Am±I| Iwbt, d¡go hr dh ‘oao nm±Mdo OÝ‘{XZ na {nVm Or Ho$ {H$gr amOHw$‘ma
{dX²¶mWu X²dmam ‘wPo Cnhma ê$n ‘| ^|Q> H$a Xr JB©& ñdm^m{dH$ hr Wm {H$ h‘ XmoZm| gmW hr ~‹T>Vo
aho& amoOr ‘oao gmW XÿY nrVr, ‘oao IQ>mobo na gmoVr, ‘oao bH$‹S>r Ho$ Kmo‹S>o na M‹T>H$a Ky‘Vr Am¡a ‘oao
Iob-Hy$X ‘| gmW XoVr& amoOr g’o$X Wr qH$Vw CgHo$ N>moQ>o gwS>m¡b H$mZm| Ho$ H$moZo, nyN> H$m {gam, ‘mWo
H$m ‘ܶ ^mJ Am¡a n§Om| H$m AJ«m§e H$ËWB© a§J H$m hmoZo Ho$ H$maU H$ËWB© {H$Zmardmbr g’o$X gm‹S>r
H$s g~b a§JrZr H$m Am^mg {‘bVm Wm& dh N>moQ>r na VoO Q>¡[a¶a Om{V H$s Hw${V¶m Wr& h‘ g~Zo
Cgo Eogm gmWr ‘mZ {b¶m Wm, {OgHo$ {~Zm Z H$ht Om gH$Vo Wo Am¡a Z Hw$N> Im gH$Vo Wo&

13. amoOr ‘oao gmW ³¶m nrVr Wr?
(1) nmZr (2) Mm¶
(3) XÿY (4) H$m°’$s

14. amoOr {H$g a§J H$s Wr?
(1) H$ËWB© a§J (2) g’o$X a§J
(3) Zrbo a§J (4) H$mbo a§J

a’$ H$m¶© hoVy ñWmZ

0311-Hindi Set-A 4 of 32 Contd...

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m
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s e g la
la 15. {H$gHo$ {~Zm h‘ H$ht Zht Om gH$Vo Wo?
a
(1) {Z³H$s Zodbm (2) amZr Kmo‹S>r
(3) {M{‹S>¶m± (4) amoOr

àíZ 16 go 18 Ho$ {bE gyMZm -
{ZåZ{b{IV H${dVm H$s n§p³V¶m| H$mo ܶmZ go n‹T>H$a nyN>o JE àíZm| Ho$ CËVa H$m C{MV n¶m©¶
o m
H«$‘m§H$ {b{IE: om . c
c
g‘¶mH$m. g~go H$hZm h¡, OrdZ MbVo ahZm h¡, e m
e ‘V ~a~mX H$amo, gXm H$m‘ H$s ~mV H$amo& l as
l as
BgH$mo
ag
a g H$b-H$b Z{X¶m± ~hVr h¡ § , ha nb g~go H$hVr h¢ ,
OrdZ ~hVm nmZr h¡, éH$Zm ‘m¡V {ZemZr h¡&
‘ñV hdmE± JmVr h¢, h‘H$mo ¶h g‘PmVr h¢,
ha nb AmJo ~µT> Zm h¡, ha ‘wpíH$b go b‹S>Zm h¡&
’y$b gX¡d ‘wgH$mVo h¢, h‘H$mo ¶h g‘PmVo h¢,
OrdZ h±gVo ahZm h¡, XþI ^r, gwI ^r ghZm h¡&
m
D± Mo nd©V H$hVo h¢, ha ‘m¡g‘ H$mo h‘ ghVo h¢,
Vw‘H$mo D na CR>Zm h¡, Zht H$^r ^r PwH.c$Zmo h¡&
H$‘© hr {OgH$s arV h¡, g˶em
s go {OgH$mo àrV h¡,
a ^r CgH$m ‘rV h¡&
A§V ‘| CgH$s OrV h¡, lg‘¶
ag
16. g‘¶ g~go ³¶m H$hVm h¡?
(1) OrdZ MbVo ahZm (2) gwI-XþI H$mo ghZm
(3) ‘ñV JrV JmZm (4) ha ‘wpíH$b go b‹S>Zm

17.hdmE± ³¶m g‘PmVr h¢?
m
m (1) EH$ OJh ê$H$ OmZm (2) ha ‘m¡g‘ H$mo ghZm
c. o
.co (3) ha nb AmJo ~‹T>Zm (4) g˶ go àrV H$aZm m
s e
s em l a
l a a’$ H$m¶© hoVy ñWmZ ag
ag

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18. ’y$b h‘| ³¶m g§Xoe XoVo h¡?
(1) OrdZ Ho$ ha ‘m¡g‘ ‘| g§Kf© h¡& (2) ’y$b gX¡d amoZo H$m g§Xoe XoVo h¡&
(3) OrdZ h±gVo ahZm h¡& (4) ’y$b gX¡d D$na CR>Zo H$mo H$hVo h¢&

19. "A{Zdm¶©' eãX H$m ¶mo½¶ {dê$X²YmWu eãX nhMm{ZE:
(1) A˶m{YH$ (2) OéaV
(3) Amdí¶H$ (4) d¡H$pënH$

20. ZrMo {XE JE eãXm| ‘| go ewX²Y eãX H$mo nhMm{ZE:
(1) ¶mo{JamO (2) njrJU
(3) ^«mVmJU (4) ‘hmamOm

21. "h‘mao {nVmOr Zo H$R>moa à{Vkm H$s {H$ do H$^r Ka dm{ng Zht AmEJ|&' BgHo$ {bE EH$
Amb§H$m[aH$ eãX H$m à¶moJ dm³¶ ‘| nhMm{ZE:
(1) H¥$îU à{Vkm (2) ^rî‘ à{Vkm
(3) am‘ à{Vkm (4) H$U© à{Vkm

22. "amV' eãX H$m g‘mZ AW© dmbm Xmo n¶m©¶ nhMm{ZE:
(1) {XZ (2) a¡Z
(3) {Xdg (4) {Zem

a’$ H$m¶© hoVy ñWmZ

0311-Hindi Set-A 6 of 32 Contd...

Page 8

m
m .co
m.co s e m
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la 23.
a
Mm¡IQ> ‘| {XE JE eãXm| go ~ZZo dmbo ‘whmdao H$m C{MV n¶m©¶ nhMm{ZE:
Bª go Q> Bª Q> Zm Om ~
(1) H${R>ZmB© AmZm (2) ZwH$gmZ hmoZm
(3) hmoe C‹S> OmZm (4) Zï>-^«ï> H$a XoZm

m
24. aob {H$g ^mfm go g§~m§{YV eãX h¡ ¶mo½¶ n¶m©¶ nhMm{ZE:
c o m .co
(1) A§J«oOr m . s e
e (2) Aa~r
l a
(3) S>laMs (4) nwV©Jmbr ag
ag
25. {ZåZ ‘{hZm| ‘| go órqbJ n¶m©¶m| ‘| go Xmo ‘{hZm| Ho$ Zm‘ nhMm{ZE:
(1) OyZ (2) {gV§~a
(3) OZdar (4) ’$adar

m
m.co
s e
g l a
a

m
m .co
m .co s e m
s e l a
l a a’$ H$m¶© hoVy ñWmZ ag
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SECTION - II
MATHEMATICS

:1 + P D × :1 - P D = ?
26.
P P

(4) 1 -P2P
2 2
(1) P P+2 1 (2) P12 + 1 (3) 1 - P12

27. Surface area of a sphere is 616 sq.cm. Which of the following is an incorrect
alternative related to the sphere with double the radius of that sphere?
(1) S urface area will be 2464 sq.cm.
(2) S urface area will be 1232 sq.cm.
(3) S urface area will increase by 1848 sq.cm. than rst sphere.
(4) S urface area will be four times the surface area of rst sphere.

28. Anjurani weighed an object and noted it’s weight in four different ways as
given below. Which two alternatives from the given, denote the same weight?
(1) 12 kg. 175 deca gm. (2) 13 kg. 75 gm.
(3) 121 hecto gm. 75 deca gm. (4) 135 hecto gm. 250 gm.

29. Side of the adjoining square MNOP is M X P
18 cm. Points ‘X’ and ‘Y’ are the midpoints
of the sides MP and NO respectively. Find
the area of the shaded region.
(1) 324 sq. cm. (2) 162 sq. cm.
(3) 81 sq. cm. (4) 243 sq. cm.

N Y O

SPACE FOR ROUGH WORK

0311-Hindi Set-A 8 of 32 Contd...

Page 10

m
m .co
m .co s e m
s e g la
la a
{d^mJ - II
J{UV

26. :1 + P D × :1 - P D = {H$VZm?
P P
P2 + 1 1 - P2
m
(1) (2) 1 +1 (3) 1 - 12 (4)
.co
P2 P2 P P2
m
{H$gr Jmobo H$m n¥.ðc>’o$b 616 dJ© go‘r. h¡& CgHo$ XþJwUm {ÌÁ¶mdmbo, Xþgao Jmobo ‘| n¥ð>’$b Ho$ g§~§Y em
s
27.
e m{ZåZ ‘| go H$m¡Z-gm hmoJm? l a
l a s
‘| JbV n¶m© ¶
ag
(1) gn¥ð>’$b 2464 dJ© go‘r. hmoJr&
a
(2) n¥ð>’$b 1232 dJ© go‘r. hmoJr&
(3) nhbo d¥ËV Ho$ VwbZm ‘| n¥ð>’$b 1848 dJ© go‘r. go A{YH$ hmoJm&
(4) nhbo d¥ËV Ho$ n¥ð>’$bm| Ho$ VwbZm ‘| Mm¡JwZm A{YH$ hmoJm&

28. {Xì¶mamZr Zo EH$ dñVy H$m ‘mn H$aHo$ Cgo Mma àH$ma go ZrMo {XE JE n¶m©¶m| ‘| boIZ {H$¶m& Cg

om 13 {H$J«m. 75 J«m.
n¶m©¶ ‘o§ go H$m¡Z-go Xmo n¶m©¶ g‘mZ h¡?
(1) 12 {H$J«m. 175 S>oH$m J«m. c. (2)
m
la
(3) 121 ho³Q>mo J«m. 75 S>oH$m J«m. se (4) 135 ho³Q>mo J«m. 250 J«m.
g
29. g§b½Z dJ© AmH¥$Vr MNOP H$s ^waOm M X P
18 go‘r. h¡; q~Xÿ ‘X’ Am¡a ‘Y’
¶h H«$‘e: ^wOm MP Am¡a ^wOm NO
H$m ‘ܶq~Xÿ h¡, Vmo aoIm§{H$V ^mJ H$m
joÌ’$b {H$VZo dJ© go‘r. hmoJm?
(1) 324 (2) 162 m
om (3) 81 (4) 243 N Y
m .cOo
m .c s e
s e l a
l a a’$ H$m¶© hoVy ñWmZ ag
ag

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30. ( 16xy + 4y2 + 16x2 )
< <'< F
(2y + 4x)
2
(16x - 4y )2 (4x - 2y) = ?

(1) 1 (2) 0
(3) 2y + 4x (4) 4x - 2y

31. A square shaped compound of a temple has side 40m. On each side of
the compound, triangular gardens of side equal to that of the side of the
compound are there. What will be the total cost of 5 rounds of wire fencing
for protection from their outer edges only, for all the gardens, at the rate of
Rs. 80 per m of wire?
(1) ` 256000 (2) ` 160000 (3) ` 512000 (4) ` 128000

32. Rs. 9700 are invested in the bank with simple interest at the rate of 5 p.c.p.a.
To get the same amount that will be received in 4 years in 2 12 years only,
by how much should the rate of interest needs to be increased?
(1) 8% (2) 5% (3) 3% (4) 2.5%

33. If (x - y)2 = 49 and (x +y)2 = 169 then nd (4x y) = ?
(1) 30 (2) 60 (3) 90 (4) 120

34. All the vertices of a triangle are on the circumference of the circle at equal
distances from each other and at a distance of 14 cm. from the centre of the
circle. What will be the length of the median of that triangle?
(1) 7 cm. (2) 14 cm. (3) 21 cm. (4) 28 cm.

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m
m .co
m.co s e m
s e g la
la ( 16xy + 4y2 + 16x2 )
a
< '< F
30.
<
(2y + 4x)
2
(16x - 4y )2 (4x - 2y) = {H$VZm?

(1) 1 (2) 0
(3) 2y + 4x (4) 4x - 2y

o m
m c
c. o{Ì^wOmH$ma ~JrMm h¡& Cg ~JrMo Ho$ ~mhar ^mJ go OmZodmbo amñVo Ho$ ~mharsem.
31. {H$gr ‘§{Xa Ho$ dJm©H¥$Vr n[aga H$s ^wOm 40 ‘r. h¡& Cg à˶oH$ ^wOm H$mo bJH$a Cg ^wOm BVZr
hr g‘mZ ^wOmdmbr
~mOw go H$m§Qe>odm l a
hmoJm?gla
s mbr Vma Ho$ nm§M ’o$ao bJdmZo H$m IM© àVr‘rQ>a 80 ê$. H$o Xa go Hw$b {H$VZm IM©
a g
a
(1) 2,56,000 (2) 1,60,000 (3) 5,12,000 (4) 1,28,000

32. gmYmaU ã¶mO Ho$ nX²YVr ‘| 5 à.e.à.d. H$o Xa go 9700 ê$. {Zdoe H$aZo na ~¢H$ Ho$ Ûmam
4 df© níMmV {OVZr a³H$‘ dmng àmßV hmoJr& CVZr hr a³H$‘ 2 12 df© ‘| àmßV H$aZo Ho$
{bE {H$VZo à{VeV ã¶mO Xa go ~T>moËVar H$aZr hmoJr?
m 3%
co
(1) 8% (2) 5% (3) (4) 2.5%

m .
s e
33.
g l a
(x - y)2 = 49 Am¡a (x +y)2 = 169 hmo Vmo (4x y) = {H$VZm?
(1) 30 (2) 60a (3) 90 (4) 120

34. EH$ {Ì^wO Ho$ erf©q~Xÿ, d¥ËV H$s n[aYr na nañna g‘mZ Xÿar na hmoH$a, CgHo$ d¥ËV H|$Ð q~Xÿ go
g^r H$m A§Va 14 go‘r. h¡& Bggo Cg {Ì^wO H$s ‘ܶH$m {H$VZo go‘r. hmoJr?
(1) 7 (2) 14 (3) 21 (4) 28

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Page 13

35. Which of the two alternative expressions from the given are perfect squares ?
(1) (x2 - 2 + x-2) (2) (4m2 - 16n2 - 16)
(3) (25p2 + 36q2 - 30pq) (4) (64ab + 64a2 + 16b2)

36. What will be the eighth odd number after the even number (3x - 5) ?
(1) (3x - 22) (2) (3x - 13) (3) (3x + 10) (4) (3x + 3)

37. While selling an article, if Raghav increased its selling price by Rs. 384 he
will have 5% pro t instead of 3% loss. What should be the original price of
the article?
(1) ` 19200 (2) ` 12800 (3) ` 7680 (4) ` 4800

38. Two triangles are formed by diagonal BD
of kite ABCD as shown in the gure.
Which test from the following is not
applicable for proving these two triangles
congruent?
(1) S-A-S (2) S-S-S
(3) A-S-A (4) Hypotenuse-side

39. Ra q has Rs. 28,500 with him in the form of some ` 2000 notes and some
` 500 notes only. Which of the following could be the number of ` 500 notes?
(1) 57 (2) 25 (3) 23 (4) 11

40. k =4
If 1 - 25 5 then ‘k’ = ?

(1) 92 (2) 16 (3) 16 (4) 9

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m
m .co
m.co s e m
s e g la
la 35.
a
{XE JE {ZåZ n¶m©¶ ‘| go H$m¡Z-go Xmo n¶m©¶ H$s amer nyU© dJ© h¡?
(1) (x2 – 2 + x–2) (2) (4m2 – 16n2 – 16)
(3) (25p2 + 36q2 – 30pq) (4) (64ab + 64a2 + 16b2)

36. (3x - 5) Bg g‘ g§»¶m Ho$ ~mX AmZodmbr AmR>dt {df‘ g§»¶m H$m¡Z-gr hmoJr?
m
.co
(1) (3x - 22) (2) (3x - 13) (3) (3x + 10) (4) (3x + 3)
o m
. ~oMVo g‘¶ {dH«$¶ ‘wë¶ ‘| 384 ê$. go ~T>m¶m hmoVm, Vmo 3% hmZr hmoZo Ho$sem
c
h§gamO Zo EH$mdñVy
37.
s ebm^ hmoVm Wm& Bg AmYma na dñVw H$s qH$‘V {H$VZr hmoJr? g l a
a
~Om¶ l5%
g a
(1)a 19200 (2) 12800 (3) 7680 (4) 4800

38. g§b½Z AmH¥$Vr  ABCD Bg nV§JmH¥$Vr
H$m H$U© BD Ho$ H$maU Xmo {Ì^wOmo ‘|
{d^mOrV hmoZo go H$m¡Z-gr H$gm¡Q>r go
gdmªJg‘ Zhr hmo ahm h¡?
m
(1) ^w-H$mo-^w (2) ^w-^w-^w c. o
(4) H$U©-^wOm em
(3) H$mo-^w-H$mo
l a s
39.
g
B©H$~mb Ho$ nmg 28,500 ê$n¶o h¡&a CZHo$ nmg Hw$N> Xmo hOma Am¡a Hw$N> nmMgm¡ ê$n¶o Ho$ Xmo àH$ma
Ho$ ZmoQ> h¡, Vmo nmMgm¡ ê$n¶o Ho$ ZmoQ>m| H$s g§»¶m {ZåZ ‘| go H$m¡Z-gr hmo gH$Vr h¡?
(1) 57 (2) 25 (3) 23 (4) 11

40. k =4
1 - 25 hmo, Vmo ‘k’ = {H$VZm?
5
m
m
(1) 92 (2) 16 (3) 16 (4)
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Page 15

41. Area of the square hall with height 4 m. is 49 sq.m. What will be the total
cost (in rupees) of colouring all the walls of that hall at the rate of Rs. 300
per sq.m.?
(1) 11200 (2) 74000 (3) 33600 (4) 42000

42. In a transaction, if the selling price is four times the loss, then what is the
percentage loss to the seller?
(1) 20 (2) 25 (3) 12.5 (4) 1 14

43. The conical tent with height 21 m. has base circumference 176 m. How much
air (in cubic m.) can be contained in that tent ?
(1) 17248 (2) 2464 (3) 7840 (4) 15680

44. How many shares of Rs. 500 each, did Pari purchased, if she spends Rs. 46350
with 3% commission?
(1) 95 (2) 90 (3) 81 (4) 87

45. A side of a square is congruent to the 30 cm. diagonal of second square. Select
an incorrect alternative from the given, for the relation between the areas of
two squares.
(1) Areas of both the squares are not equal.
(2) Area of the second square is half that of the rst square.
(3) Area of the rst square is more by 900 sq.m. than the other square.
(4) Area of the second square is less by 450 sq.m. than the area of the rst
square.

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m
m .co
m .co s e m
s e g la
la 41.
a
4 ‘rQ>a C±MmB© dmbo {H$gr dJm©H$¥ Vr H$‘ao H$m joÌ’$b 49 dJ© ‘rQ>a h¡, Vmo Cg H$‘ao Ho$ g^r {Xdmam| H$mo
a§J bJdmZo H$m IM© à{V‘rQ>a 300 ê$. H$o Xa go {H$VZm IM© hmoJm?
(1) 11200 (2) 74000 (3) 33600 (4) 42000

42. hm{Z Ho$ Mma JwUm {dH«$¶ qH$‘V na hmoZodmbo ì¶dhma ‘| go {dHo«$Vm H$mo hmoZodmbr hm{Z {H$VZo
m
.co
à{VeV hmoJr?
m
(1) 20
co (2) 25 (3) 12.5 (4) 1 14
m
m.
e V§~y H$s C±MmB© 21 ‘r. hmoZo na n¥ð>^mJ H$s n[a{Y 176 ‘r. h¡, Vmo Cg Imbr
l as e
43.
l a s
e§Hy$ AmH$madmbo ag
V§~ay g
‘| {H$VZr KZ‘rQ>a hdm g‘m¶oJr?
(1) 17248 (2) 2464 (3) 7840 (4) 15680

44. àVr eo¶g© 500 ê$. H$o Xa go I[aXZo na Q>oH$M§X H$mo 3% H${‘eZ Ho$ gmW 46350 ê$. H$m IM©
AmVm h¡, Vmo CgZo {H$VZo eo¶g© IaoXr {H$E h¡?
(1) 95 (2) 90 (3) 81 (4) 87
o m
EH$ dJ© AmH¥$Vr H$s ^wOm ¶h Xþgao dJ© AmH¥m
c
$Vr. Ho$ 30 go‘r. ‘mndmbo H$U© go gdmªJg‘ h¡, Vmo
45.
s eH$WZ {ZåZ ‘| go H$m¡Z-gm h¡?
l a
CZ XmoZm| dJm©H¥$Vr Ho$ joÌ’$b g§~§Yr JbV
g
(1) XmoZm| dJ© H$m joÌ’$b g‘mZaZhr h¡&
(2) Xþgao dJ© H$m joÌ’$b nhbo dJ© Ho$ joÌ’$b go AmYm h¡&
(3) nhbo dJ© H$m joÌ’$b Xþgao dJ© Ho$ joÌ’$b go 900 dJ© go‘r. go A{YH$ h¡&
(4) Xþgao dJ© H$m joÌ’$b nhbo dJ© go 450 dJ© go‘r. go H$‘ h¡&

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Page 17

46. In the adjoining circle with centre C,
m∠PRS = 55° ; then m∠PSQ = ?
(1) 55°
(2) 40°
(3) 45°
(4) 35°

47. An obtuse angle is formed between the hour hand and minute hand of a clock.
Which two alternatives from the following will correctly represent the possible time?
(1) 1:20 hrs. (2) 11:40 hrs.
(3) 4:05 hrs. (4) 8:55 hrs.

48. Ratio of the lengths of the diagonals of a 20 cm. sided rhombus is 3:4. What
will be the area in sq.cm. of that rhombus ?
(1) 768 (2) 384
(3) 192 (4) 96

5
49. After reading 9 th part and 68 pages of a book, 92 pages are still remaining.
What is the total number of pages of that book?
(1) 360 (2) 280
(3) 153 (4) 117

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m
m .co
m.co s e m
s e g la
la 46. g§b½Z AmH¥$Vr Ho$ H|$Ðq~Xÿ ‘C’ hmoZno a d¥ËV
a
H$m m∠PRS = 55° hmo,
Vmo m∠PSQ = {H$VZm?
(1) 55°
(2) 40°
m
(3) 45°
m .co
(4) 35° .co
m s em
s e g l a
a a
K‹S>r gHol$ K§Q>o H$s gwB© d {‘ZQ> H$s gwB© BZ‘| A{YH$ H$moZ V¡¶ma hmo, Vmo Eogo g‘¶ Xem©Zo dmbo
Xmo an¶m©¶ H$m¡Z go hm|Jo?
47.

(1) 1:20 ~Oo (2) 11:40 ~Oo
(3) 4:05 ~Oo (4) 8:55 ~Oo

48. 20 go‘r. ^wOm dmbo g‘~mhÿ MVw^©wO Ho$ H$Um] Ho$ ‘mn H$m AZwnmV 3:4 h¡, Vmo Cg MVw^w©O H$m
joÌ’$b {H$VZo dJ© go‘r. hmoJm?
o m
c
. (2) 384
(1) 768
e m
(3) 192 as (4) 96
g l
a
49. EH$ {H$Vm~ H$m 59 ^mJ VWm 68 noO n‹T>Zo na 92 noO eof ah OmVo h¡, Vmo Cg nwñVH$ ‘| Hw$b
{H$VZo noO h¡?
(1) 360 (2) 280
(3) 153 (4) 117

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Page 19

Q. 50 and 51 Directions :
In a school, there are 50 students on roll in each of Std. V to Std. VIII.
Below given joint bar diagram is representing attendance of the students
Standardwise. Observe the graph and answer the questions.

Y - axis Scale : on Y - axis
1 cm. = 2 boys / girls
30
Boys Girls
28
26
24
22
Presentee (attendance)

20
18
16
14
12
10
8
6
4
2

0 Fifth Sixth Seventh Eighth X - axis
Standard

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m
m .co
m.co s e m
s e g la
la a
àíZ 50 VWm 51 Ho$ {bE gwMZm -
{X¶o J¶o g§¶wº$ ñV§^mboI ‘| H$jm{Zhm¶ CnpñW{V Xem©¶r JB© h¡& AmboI H$m {Z[ajU H$aHo$
àíZm| Ho$ CËVa hb H$ao&

Y - Aj à‘mU… Y- Ajna
m
.co
1 go‘r. = 2 bS>H$o /bS>H$s¶m±
30
o m m
28 m.
c bS>Ho$ bS>H$s¶m±
s e
s e g l a
g l a26 a
a 24
22
20
18
CnpñW{V

16
14 m
12
m .co
s e
10
g l a
8 a
6
4
2

0 nm±Mdr N>R>t gmVdt AmR>dt X- Aj
m
.co
H$jm
m
m .co s e m
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Page 21

50. By what percentage the present girl’s attendance is more than the present boy’s
attendance?
(1) 10 (2) 2
(3) 20 (4) 2.5

51. By considering attendance of both boy’s and girl’s, which standard has the
least attendance?
(1) Eighth (2) Seventh
(3) Fifth (4) Sixth

52. If 25% of 780 = M% of 1950 then ‘M’ = ?
(1) 10 (2) 12
(3) 8 (4) 14

53. If L.C.M. of two consecutive even numbers is 312, then what will be the sum
of these two numbers ?
(1) 48 (2) 46
(3) 52 (4) 50

54. All points shown on the given number-line are at equal distances.
l(UR) - l(QT) =?

(1) l(RS) (2) l(TU)
(3) l(QR) (4) l(SQ)

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m
m .co
m.co s e m
s e g la
la 50.
a
H$jm AmR>dr Ho$ CnpñWV b‹S>H$m| Ho$ Anojm CnpñWV b‹S>H$s¶m± {H$VZo à{VeV A{YH$ h¡?
(1) 10 (2) 2
(3) 20 (4) 2.5

51. b‹S>Ho$ VWm b‹S>H$s¶m| H$s H$jm {Zhm¶ CnpñW{V XoIZo na g~go H$‘ CnpñW{V H$m¡Z-gr H$jm H$s h¡?
o m
(1) AmR>dt
m
(2) gmVdt
. c
(3) nm±Mdt .co m
(4) N>R>t
s e
s em l a
52.
g la25% = 1950 H$m M% hmoJm; Vmo ‘M’ = {H$VZm?
780 H$m ag
(1)a 10 (2) 12
(3) 8 (4) 14

53. Xmo H«$‘e: g‘ g§»¶mAm| H$m b.gm.{d. 312 hmo, Vmo Cg g§»¶mAm| H$m ¶moJ’$b {H$VZm?
(1) 48 (2) 46
(3) 52
m
(4) 50
o
c
. A§Va na h¡, Vmo l(UR) - l(QT) = {H$VZm?
54.
e m
{XE JE g§»¶maoIm ‘| g^r q~Xÿ EH$g‘mZ g‘mZ
l as
ag

(1) l(RS) (2) l(TU)
(3) l(QR) (4) l(SQ)

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Page 23

55. Five years ago, mother’s age was twice her daughter’s age. If the ratio of
their present ages is 11:6, then what will be the difference in their ages
(in years) ve years hence.
(1) 20 (2) 25
(3) 30 (4) 35

56. If a + b = 13 and ab = 36 then a2 + b2 = ?
(1) 169 (2) 81
(3) 97 (4) 16

57. Which of the two options given below are incorrect statements?
(1) All integers are not real numbers.
(2) Some rational numbers are integers.
(3) All rational numbers are integers.
(4) Some integers are not whole numbers.

58. Following table shows the subjectwise marks scored by a student in a summative
test. Find the average marks.
Subjects Marathi Hindi Maths Science Social Science
Marks 32 36 48 44 40
(1) 40 (2) 38
(3) 42 (4) 36

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m
m .co
m.co s e m
s e g la
la 55.
a
nm±M df© nyd© ‘m± H$s Am¶w b‹S>H$s Ho$ Am¶w go XþJwUm hmoJr& VWm CZHo$ AmO H$s Am¶w 11…6 Ho$
AZwnmV ‘| hmo, Vmo nm±M gmb ~mX XmoZm| Ho$ Am¶w ‘| {H$VZo df© H$m A§Va hmoJm?
(1) 20 (2) 25
(3) 30 (4) 35

m
56.
m
a + b = 13 Am¡a ab = 36 hmoJm, Vmo; a2 + b2 = {H$VZm?
.co
(1) 169
m .co (2) 81
s e m
(3) 97 se
g l a
la
(4) 16
g a
a
57. {ZåZ{b{IV ‘| go Xmo JbV H$WZ Mw{Z¶o&
(1) g^r nyUmªH$ g§»¶m, ¶h {ZpíMV g§»¶m Zhr hmoVr&
(2) Hw$N> n[a‘o¶ g§»¶m, ¶h nyUmªH$ g§»¶m hmoVr h¡&
(3) g^r n[a‘o¶ g§»¶m, ¶h nyUmªH$ g§»¶m hmoVr h¡&
(4) Hw$N> nyUmªH$ g§»¶m, nyU© g§»¶m Zhr hmoVr&
m
.co
58.
s egmma àmßV A§H$ ZrMo {XE JE Vm{bH$m ‘| {XE JE h¡&
EH$ N>mÌ H$mo g§H${bV ‘yë¶‘mnZ ‘| {df¶mZw
àmßV A§H$ H$m ‘ܶ‘mZ kmV {H${O¶og&la
{df¶ ‘amR>r
aqhXr J{UV {dkmZ gm‘m.emñÌ
JwU 32 36 48 44 40
(1) 40 (2) 38
(3) 42 (4) 36

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Page 25

59. In the adjoining gure,
line AB || line CD and
m∠RGC = 50°, then nd
m∠SFA - m∠PEA = ?
(1) 50°
(2) 80°
(3) 100°
(4) 130°

60. 4b - 2a + 5 - 3b - 9 + 5a - 4 + 3b - 2a = ?
(1) 4b + 9a - 4 (2) 2a + 4b - 8
(3) a - 4b - 8 (4) a + 4b - 8

61. What will be the difference in rupees in the simple interest and the compound
interest earned on Rs. 5000 in 2 years at the rate 5 p.c.p.a.?
(1) 12.5 (2) 25 (3) 37.5 (4) 50

62. Average weight of Siya and Nisha is 29 kg. Average weight of Fiza and Siya
is 26 kg. If the total weight of Nisha and Fiza is 50 kg., what will be the
maximum weight (in kg.) amongst the three girls?
(1) 25 (2) 28 (3) 30 (4) 34

63. A work is completed by some workers in a few days. If the number of
workers is made 32 rd times the original number of workers, then how
many times will be the days required to be increased than the original to
complete the same work?

(1) 2 (2) 1 12 (3) 1 (4) 1
3 4 2

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m
m .co
m.co s e m
s e g la
la 59.
a
g§b½Z AmH¥${V ‘| aoI AB || CD Am¡a
m∠RGC = 50° hmo Vmo
m∠SFA - m∠PEA = {H$VZm?
(1) 50°
(2) 80°
m
.co
(3) 100°
m
(4) 130°
co m
em. l as e
l as
4b - 2a + 5 - 3b - 9 + 5a - 4 + 3b - 2a = {H$VZm? ag
60.
g
(1)a 4b + 9a - 4 (2) 2a + 4b - 8
(3) a - 4b - 8 (4) a + 4b - 8

61. 5 à.e.à.d. Ho$ Xa go 5000 ê$n¶o H$m 2 df© H$m gmYmaU ã¶mO VWm MH«$d¥X²Yr ã¶mO ‘|
{H$VZo ê$n¶o H$m A§Va hmoJm?
(1) 12.5 (2) 25
m
(3) 37.5 (4) 50
.co
{à¶m Am¡a {Zem H$m Am¡gV dOZ 29 {H$J«emm
62.
s . h¡& ‘o~b Am¡a {à¶m H$m Am¡gV dOZ 26 {H$J«m.
h¡, Vmo {Zem Am¡a ‘o~b H$m Hw$b dOZla50 {H$J«m. hmo, Vmo {VZm| ‘| go g~go A{YH$ dOZ {H$VZo
{H$J«m. hmoJm? ag
(1) 25 (2) 28 (3) 30 (4) 34

63. EH$ H$m¶© H$mo Hw$N> ‘OXÿa Hw$N> {XZ ‘| nyU© H$aVo h¡& dhr H$m¶© Ho$ {bE ¶{X ‘OXÿam| H$s g§»¶m
nhbo H$s g§»¶m go 32 A{YH$ {H$ JB©, Vmo bJZo dmbo {XZm| H$s g§»¶m nhbo go {H$VZr A{YH$
~‹T> gH$Vr h¡&
o m
m c
(4) . 2
c. o (1)
2 1 12 1 1
em
3 (2) (3) 4

e m las
l as a’$ H$m¶© hoVy ñWmZ ag
ag

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64. Length of the longest chord of a circle is 7 m. What will be the length of
the parallel chord to it, at a distance of 2.1 m.?
(1) 2.8 m. (2) 5.6 m.
(3) 4.2 m. (4) 3.5 m.

65. If 163 = 4(k - 5) ; then k = ?
(1) 1 (2) 6 (3) 12 (4) 17

66. In the adjoining gure, EFGH is a rhombus
with diagonal 28 cm. and vertices are on the
circle with centre ‘O’. Find the area of the
shaded region.
(1) 56 sq.cm. (2) 112 sq.cm.
(3) 105 sq.cm. (4) 210 sq.cm.

67. Which of the following two alternatives are perfect cube numbers?
(1) 0.0270 (2) (-0.000625)
(3) (-13.310) (4) 0.0729

68. By how much is the greatest of the following numbers is greater than the
5 , 1, 7 , 6 , 3
smallest of the given numbers. 14 2 15 7 5

(1) 5 (2) 1
14 30

(3) 2 (4) 1
15 2

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Page 28

m
m .co
m .co s e m
s e g la
la 64.
a
EH$ d¥ËV Ho$ g~go ~‹S>r Ordm H$s b§~mB© 7 ‘r. h¡, Vmo Cgr d¥ËV ‘| 2.1 ‘r. A§Va ‘| hmoZodmbr
g‘m§Va Ordm H$s b§~mB© {H$VZo ‘rQ>a hmoJr?
(1) 2.8 (2) 5.6
(3) 4.2 (4) 3.5

O~ 163 = 4(k - 5) hmoJr, Vmo k = {H$VZm? m
.co
65.
m
co (2) 6 m
m.
(1) 1 (3) 12 17
(4)
s e
g§b½Z as e $Vr ‘|  EFGH Bg g‘~mhþ g l a
66.
g
AmH¥
l H$m H$U© 28 go‘r. h¡& VWm CgHo$ a
a
MVw ^© w O
g^r erf©q~Xÿ "O' H|$Ð dmbo d¥ËV na h¡&
d¥ËV ‘| a§JrV {H$E JE ^mJ H$m joÌ’$b
{H$VZo dJ© go‘r. hmoJm?
(1) 56 (2) 112
(3) 105$ (4) 210

o m
c
{XE JE {ZåZ n¶m©¶m| ‘| go H$m¡Z-gr Xmo g§»¶mE±. nyU© KZ g§»¶mE± h¡?
67.
e m
(1) 0.0270
l a s (2) (-0.000625)
(3) (-13.310) ag (4) 0.0729

68. 5 1 7 6 Am¡a 53 BZ‘| go g~go ~‹S>r g§»¶m, ¶h g~go N>moQ>r g§»¶mgo {H$VZr ~‹S>r h¡?
14 , 2 , 15 , 7

(1) 5 (2) 1
14 30
2 1
(3) (4)
m
.co
15 2
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69. ‘Diagonals of the are perpendicular bisectors of each other.’
Choose the correct alternative from given options to complete the above statement.
(A) Rectangle
(B) Square
(C) Rhombus
(D) Parallelogram
(E) Kite

(1) Only A and B (2) Only B and C
(3) Only B, C and E (4) Only A, B and E

70. Observe the two planes X and Y shown in the
X Y
diagram and select ‘two correct’ statements from E
given. C
(1) Points F, B and C are belonging to
different planes.
F
(2) A line is formed where two planes intersect. A G
(3) Point A, G and E are non-collinear points
lying in the same plane. B
(4) Two planes are parallel to each other.

71. Spandan purchased two articles each for Rs. 3750 when 8% discount was
declared. How many rupees should he pay to the seller for this purchase?
(1) 7200 (2) 3450
(3) 6900 (4) 8100

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m
m .co
m.co s e m
s e g la
la 69.
a
"........... Ho$ XmoZm| H$U© nañna g‘H$moU ‘| {Û^m{OV H$aVo h¡&' ¶h dm³¶ H$mo nyU© H$aZo Ho$ {bE
{ZåZ ‘| go ¶mo½¶ n¶m©¶ Mw{ZE?
(A) g‘H$moU MVw^©wO
(B) dJ©
(C) g‘~mhþ MVw^w©O
o m
(D) g‘m§Va MVw^©wO
o m . c
(E) nV§JmH¥$Vr . c e m
e m l as
l s
(1) Ho$adb "A' Am¡a "B' (2) Ho$db "B' Am¡a "C' ag
g
(3)a Ho$db "B', "C' Am¡a "E' (4) Ho$db "A', "B' Am¡a "E'

70. {XE JE ‘X’ Am¡a ‘Y’ XmoZm| àVbm| H$m {ZarjU
X Y
H$aHo$ {XE JE C{MV n¶m©¶ ‘| go Xmo n¶m©¶ nhMmZmo&
E
(1) q~Xÿ ‘F’, ‘B’ Am¡a ‘C’ ¶h AbJ-AbJ C
àVb Ho$ q~Xÿ h¡&
m
(2) XmoZm| {h àVb EH$ Xþgao H$mo à{VÀN>oXcZo H$aHo$
m .
seEH$ hr àVb
aoIm V¡¶ma hmoVr h¡& F
A G
(3) q~Xÿ "A', "G' Am¡a "E' l¶h a
H$m AaoIr¶ q~Xÿ h¡& ag B
(4) XmoZm| hr àVb EH$ Xþgao go nañna g‘m§Va h¡&

71. AmR> à{VeV H$s Nw>Q> àmßV hmoZo Ho$ H$maU A{Zb Zo àVr 3750 ê$n¶o H$s¨‘V H$s Xmo dñVwE± I[aXr,
Vmo A{Zb Ho$ Ûmam {dH«o$Vm H$mo {H$VZo ê$n¶o XoZo n‹S>|Jo?
(1) 7200 (2) 3450
o m
m c
. co (3) 6900 (4) 8100 m.
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72. In the adjoining gure of ∆EFG, E
point H is the mid-point of the seg FG.
If m∠EFH = 45° and
l(EF) = l(EG) = 10 2 cm.,
then l(EH) = ? cm.
F 45° G
(1) 10 2 (2) 10 H
(3) 20 (4) 20 2

73. [(m + 9) (m - 5)] - [(m - 8) (m + 4)] = ?
(1) (8m - 13) (2) (m - 5)
(3) (m - 4)2 (4) (m + 77)

74. Height of the trapezium PQRS
shown in the adjoining gure
is 8 cm. seg ST ≅ seg PS and
l(PQ) = l(SR) = 17 cm.
Then nd the perimeter of
PQRS in cm.

(1) 80 (2) 96 (3) 88 (4) 72

75. What is the compound interest (in rupees) for Rs. 10000 for two years six
months, at the rate of 10 p.c.p.a.?
(1) 2650 (2) 3310 (3) 2500 (4) 2705

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Page 32

m
m .co
m.co s e m
s e g la
la 72. g§b½Z AmH¥$Vr ∆EFG ‘| q~Xÿ ‘H’ ¶h aoIm FG H$m
a E
‘ܶq~Xÿ h¡&
O~ m∠EFH = 45° Am¡a l(EF) = l(EG) = 10 2
go‘r. hmoJm Vmo l(EH) = {H$VZm?
(1) 10 2 (2) 10 F 45° G
H
m
(3) 20
m (4) 20 2
.co
.co s em
s em g l a
73. a (m - 5)] - [(m - 8) (m + 4)] = {H$VZm ?
[(m +l9)
g a
(1)a (8m - 13) (2) (m - 5)
(3) (m - 4)2 (4) (m + 77)

74. {XE JE g‘b§~ MVw©^wO PQRS H$s P S

D±$MmB© 8 go‘r. h¡&
m
aoI ST ≅ aoI PS Am¡a l(PQ) = c. o 8 go‘r.
r.
go‘

em
17

l(SR) = 17 go‘r. hmo,
s
la Q
Vmo  PQRS H$r n[a{‘{V
{H$VZr hmoJr? ag T R

(1) 80 (2) 96 (3) 88 (4) 72

75. 10 à.e.à.d. H$s Xa go 10000 ê$n¶o H$m 2 df© 6 ‘{hZo H$m MH«$d¥X²Yr ã¶mO {H$VZo ê$n¶o hmoJm?
(1) 2650 (2) 3310 (3) 2500 (4) 2705
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a’$ H$m¶© hoVy ñWmZ

0311-Hindi Set-A 32 of 32

Document Details

Board / OrgMaharashtra Exams
ExamMSCE PUP PSS
TypeQuestion Paper
Pages33
Updated24 Sep 2026

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