MSCE Pune 7th Scholarship 2026 Question Paper Marathi Paper 1

FOR MSCE PUNE 7TH SCHOLARSHIP EXAM PREPARATION

MSCE Pune 7th
Scholarship 2026
Question Paper ·
Marathi Paper 1
EXAM YEAR TYPE SUBJECT

MSCE Pune 7th Scholarship 2026 Question Paper Marathi Paper 1

Notes · Sample Papers · Previous Year Papers · Mock Tests

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àíZn{ÌH$m gmoS>{dʶmnydu H¥$n¶m Imbrb gyMZm H$miOrnyd©H$ dmMm …
(1) ¶m àíZn{ÌHo$V XmoZ {d^mJ AmhoV. ˶mn¡H$s {d^mJ I ‘ܶo àW‘ ^mfm {df¶mgmR>r 1 Vo 25 d {d^mJ II ‘ܶo J{UV
{df¶mgmR>r 26 Vo 75 Ago EHy$U 75 àíZ AmhoV. gd© àíZ gmoS>{dUo Amdí¶H$ Amho.
(2) à˶oH$ àíZmgmR>r 2 JwU AmhoV.
(3) àíZn{ÌH$m gmoS>{dʶmgmR>r EHy$U 90 {‘{ZQ>m§Mm H$mbmdYr {Xbm OmB©b.
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(4) CÎmao Zm|X{dʶmgmR>r ñdV§Ì CÎman{ÌH$m {Xbobr Amho. à˶oH$ àíZH«$‘m§H$mg‘moa Mma n¶m©¶mgmR>r H«$‘mJV dVw©io
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(5) Imbrbà‘mUo Zm|X{dbobr CÎmao J«mø YaʶmV ¶oUma ZmhrV. Ago CÎma Zm|X{dë¶mg ˶m àíZmg "eyݶ' JwU {Xbo

(6) à˶oH$ àíZmgmR>r EH$mnojm A{YH$ dV©wimV Zm|X{dbobr CËVao, ImS>mImoS> H$ê$Z Zm|X{dbobr CËVao J«mø YaʶmV ¶oUma
ZmhrV.
(7) EH$Xm Zm§oX{dbobr CÎmao nwÝhm ~XbVm ¶oUma ZmhrV.
(8) n¶m©¶mMr CÎmao Zm|X{dVmZm ’$³V H$mù¶m qH$dm {Zù¶m a§JmÀ¶m ~m°bnoZMmM dmna H$amdm. nopÝgbZo Zm§oX{dbobr CËVao
J«mø YaʶmV ¶oUma ZmhrV.
(9) àíZn{ÌHo$V à˶oH$ nmZmda Imbr d eodQ>À¶m nmZmda H$ƒo H$m‘ H$aʶmgmR>r ‘moH$ir OmJm Amho, VoWoM H$ƒo H$m‘
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H$amdo.
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(10) narjog ‘¶m©{XV doi Agë¶mZo EImXçm àíZmMo CËVa Vwåhmbm ¶oV Zgë¶mg nwT>rb àíZ gmoS>dm. eodQ>r doi {eëbH$
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am{hë¶mg Caboë¶m àíZm§gmR>r nwÝhm à¶ËZ H$amdm.
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(11) EImXçm àíZmV ÌwQ>r/MyH$ AmT>ië¶mg ˶m~m~V n¶©dojH$ qH$dm narjm H|$Ðg§MmbH$ ¶m§À¶mH$S>o {dMmaUm H$ê$ Z¶o.
(12) àíZmVrb ÌwQ>r/MyH$/Amjonm~m~VMo {ZdoXZ emioZo qH$dm nmbH$m§Zr JQ>{ejUm{YH$mar qH$dm {ejUm{YH$mar ¶m§À¶mH$S>o
boIr ñdê$nmV Z nmR>dVm g§~§{YV emioÀ¶m bm°JrZ ‘YyZ Am°ZbmB©Z nÕVrZoM nmR>dmdo.
(13) ÌwQ>r/MyH$/Amjonm~m~VMo {ZdoXZ Am°ZbmB©Z nÕVrZo nmR>{dʶmMr ‘wXV narjm n[afXoÀ¶m g§Ho$VñWimda A§V[a‘
(VmËnwaVr) CËVagyMr à{gX²Y Pmë¶mnmgyZ 10 (Xhm) {Xdgm§n¶ªV amhrb.
(14) ‘wÐUXmof qH$dm Aݶ H$maUm§‘wio àíZ MwH$sMm Agë¶mMo AmT>ië¶mg Vk g{‘VrÀ¶m A{^àm¶mZwgma ¶mo½¶ Vr
H$m¶©dmhr Ho$br OmB©b.
(15) ‘yi ‘mܶ‘mgmo~V B§J«Or ^mfoVrb àíZn{ÌH$m {Xbobr Amho. ‘yi ‘mܶ‘mVrb g§{X½Y àíZm§~m~V B§J«Or àíZ nhmdoV.

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‘amR>r
01. nwT>rbn¡H$s gOmVr¶ ñdam§Mr OmoS>r H$moUVr Zmhr?
(1) B - B© (2) A - Am
(3) E - Eo (4) C - D$

02. g§Yr {Z¶‘mZwgma {dg§JV OmoS>eãX AmoiIm :
(1) {Zî’$i (2) fS>mZZ
(3) {ZîH$maU (4) XþîH$a

03. nwT>rbn¡H$s H$moU˶m dm³¶mV g§¶w³V {H«$¶mnX Amho?
(1) eoVH$ar eoVmV am~V AgVmo.
(2) amYm e|JXmʶmÀ¶m {M³H$sMo nmH$sQ> KoD$Z Ambr.
(3) dmQ>oV EH$ ^oioMo XþH$mZ hmoVo.
(4) XYrMr F$ftMo ‘mZ{gH$ gm‘϶©hr VodT>oM ‘moR>o Amho.

04. "nmR>²çnwñVH$m§IoarO Adm§Va nwñVH$m§Mo dmMZ H$amdo.'
¶m dm³¶mVrb AYmoao{IV eãXmMr OmV AmoiIm.
(1) Ho$dbà¶moJr A춶
(2) eãX¶moJr A춶
(3) {H«$¶m{deofU A춶
(4) C^¶mÝd¶r A춶

05. nwT>rbn¡H$s ñÌrqbJr Zm‘ H$moUVo?
(1) Wmn (2) ‘mn
(3) nmn (4) Mmn

H$ÀÀ¶m H$m‘mgmR>r ’$³V







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06. dMZàH$mamZwgma {dg§JV Zm‘ AmoiIm.
ag
(1) àmW©Zm
(2) KQ>Zm
(3) gm‘Zm>
(4) ^mdZm
m
o m à˶¶ H$moUVo?
nwT>rbn¡H$s gßV‘r {d^³VrMo . co
07.
Z .
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(1) D$Z, hÿm
e l as
(2) g,asbm, Vo, Zm g
l a
(3)agMm, Mr, Mo, ˦m
(4) V, B©, Am

08. "ñdmV§Í¶àmßVrgmR>r H«$m§{VH$maH$m§Zr ~{bXmZ {Xbo hmoVo.' ¶m dm³¶mVrb AYmoao{IV eãXm§Mr {d^³Vr
AmoiIm.
(1) àW‘m
o m
(2) V¥Vr¶m
. c
(3) MVwWu
e m
(4) X²{dVr¶m l as
ag
09. "Amåhr ghbrbm Jobmo' ¶m dm³¶mMm à¶moJ AmoiIm.
(1) H$‘©Ur
(2) gH$‘©H$ H$V©ar
(3) AH$‘©H$ H$V©ar
(4) AH$‘©H$ ^mdo
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10. nwT>rbn¡H$s H$moU˶m dm³¶mV AY©{dam‘ dmnamdo bmJob?
(1) ‘r Vwbm ^oQ>bmo H$s VwPo H$m‘ H$aoZ.
(2) ~¡b Jobm {Z Pmonm Ho$bm.
(3) Iyn Ymdni Ho$br na§Vw JmS>r MwH$brM.
(4) Mm§Jbo nrH$ ¶mdo åhUyZ ˶mZo Iyn ‘ohZV Ho$br.

11. "Omo AmdS>Vmo gdmªZm Vmo{M AmdS>o Xodmbm.' ¶m dm³¶mMm dm³¶àH$ma AmoiIm.
(1) Ho$db
(2) AmkmWu
(3) g§¶w³V
(4) {‘l>

12. "gJogmo¶ao ñd¶§nmH$KamV {damO‘mZ Pmbo AmhoV!'
¶m dm³¶mMm H$mi AmoiIm.
(1) gmYm dV©‘mZH$mi
(2) nyU© dV©‘mZH$mi
(3) AnyU© dV©‘mZH$mi
(4) arVr dV©‘mZH$mi

13. "qMVm‘U Ͷ§~H$ ImZmobH$a' ¶m§Mo Q>monUZmd H$moUVo?
(1) AmaVrà^y
(2) Mmê$Vm gmJa
(3) AkmVdmgr
(4) A{Zb

H$ÀÀ¶m H$m‘mgmR>r ’$³V




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àíZ H«$. 14 Vo 16 gmR>r gyMZm : Imbrb H${dVm H$miOrnyd©H$ dmMm d ˶mda AmYm[aV {dMmaboë¶m
àíZm§Mr ¶mo½¶ CÎmao n¶m©¶m§VyZ {ZdS>m.
C^o ^d§Vr àmgmX JJZ^oXr
nWr bmoH$m§Mr hmo¶ XmQ> JXu
à^m Xrnm§Mr ’w$bo A§Vamir
Xm¡bVrMr {ZV MmbVo {Xdmir
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H$monè¶mer JwUJwUV AZ A^§J
mHo$ìhmMm EH$ Vmo An§J .
c.^m|odVrMm
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m A§Yma Omo {Z‘mbm
e öX¶r ˶mÀ¶m OUy OmV Aml¶mbm l a
a s
lOr^ Pmbobr AmoaSy>Z emof ag
g
a Mma {Xdgm§Mm ˶mVhr Cnmg
Z¶Z {WObo WaWaVr hmV nm¶
ê$n X¡Ý¶mMo C^o ‘yV© H$m¶
H$sd ¶mdr nU V¶mMr Hw$Umbm
OmV Cnhmgw{Z ngaë¶m H$ambm
Vmo{M ¶oB© Hw${U naVwZr ‘Oya
~Kw{Z XrZm ˶m CYmUyZ D$a m
åhUo amhrZ {XZ ‘r EH$ Cnmer c. o
e m
nar bm^y Xo XmoZ Kmg ¶mgr
{Igm AmoVyZr V¶m Am|OirV la
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Mmbw bmJo Vmo XrZ~§Yy dmQ>ag
14. XrZ~§Yy H$moUmg åhQ>bo Amho?
(1) An§Jmbm (2) ‘Oyambm
(3) Xm¡bVrbm (4) Jar~mbm
15. An§JmÀ¶m Aml¶mbm H$moU OmV Amho, Ago H$drbm dmQ>Vo?
m
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co (3) öX¶
(2) An§J
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16. "Jar~' ¶m eãXmMm g‘mZmWu eãX H${dVoV H$moUVm Ambm Amho?
(1) XrZ (2) An§J
(3) X¡Ý¶ (4) {XZ

àíZ H«$. 17 Vo 19 gmR>r gyMZm : [aH$må¶m OmJr ¶mo½¶ n¶m©¶ {ZdSy>Z gwg§JV dm³¶m§Mm n[aÀN>oX V¶ma
H$am.
17. .............................. {Xdg g§nV Ambo hmoVo.
(1) noaUrMo (2) CÝhmù¶mMo
(3) gwJrMo (4) nmZJirMo

18. gmao ..............................................
(1) eoVH$ar gwImdbo hmoVo.
(2) d¥j {ZînU© Pmbo hmoVo.
(3) CH$mS>çmZo h¡amU Pmbo hmoVo.
(4) eoVH$ar noaUr H$aV hmoVo.

19. WmoS>çmM {Xdgm§Zr F$VyamOmÀ¶m AmJ‘ZmZo {ZgJm©V .............................. {Z‘m©U hmoB©b.
(1) A{^ê$Mr
(2) VoOñdrVm
(3) M¡Vݶ
(4) CXmgrZVm

20. nwT>rbn¡H$s doJù¶m AWm©Mm eãX Agbobm n¶m©¶ {ZdS>m.
(1) {Xì¶ (2) àM§S>
(3) ^ì¶ (4) {demb

21. nwT>rbn¡H$s ewX²Y eãX AmoiIm.
(1) {H$Q>H$ (2) H$m¡VyH$
(3) {^fU (4) ‘¥Ë¶w§O¶

H$ÀÀ¶m H$m‘mgmR>r ’$³V







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22.
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Amb§H$m[aH$ eãX d ˶mMm AW© ¶mVrb MwH$sÀ¶m AWm©Mm n¶m©¶ {ZdS>m.
(1) H$moëhoHw$B© - jwÐ bmoH$m§Mr ~S>~S>.
(2) Iwemb M|Sy> - M¡ZImoa ‘Zwî¶.
(3) nm§T>am H$mdim - A{Ve¶ em§V d¥ÎmrMm.
(4) ~mXam¶U g§~§Y - ~ioM XmI{dbobm g§~§Y.
m
23. "jwYmH«$m§V' ¶m eãXmMm ¶mo½¶ AW© H$moUVm?
(1) VhmZoZo ì¶mHyc$oimPmbobm. . co
m
m.$i Pmbobm.
(2) ^wHo$Zoeì¶mHy
l as e
(3) Ool adyZs V¥ßV Pmbobm. ag
g
(4)a AmOmamZo ÌñV Pmbobm.

24. "AdgmZ Jmoim hmoUo' ¶m dm³àMmamMm ¶mo½¶ AW© AmoiIm.
(1) ~ao Z dmQ>Uo.>
(2) Anojm^§J hmoUo.
(3) e³Vr EH$dQ>Uo.
(4) Iyn ^rVr dmQ>Uo. m
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m
".............................. nmoQ> ^aV Zmhr' AnyeU© åhU nyU© H$am.
25.
l as
ag
(1) Anwao OodyZ
(2) nmUr {nD$Z
(3) H$mZ H$moê$Z
(4) XmV H$moê$Z

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SECTION - II

MATHEMATICS
26. In the given gure of regular hexagon, what is the addition of all its interior angles?

(1) 360° (2) 540°
(3) 640° (4) 720°
27. A rope of length 720 metres is cut at 8 places at equal distance. What is the length
of each piece in decimetre?
(1) 720 decimetre (2) 80 decimetre
(3) 800 decimetre (4) 900 decimetre
28.
8 18 Km = ______________metre
(1) 812500 (2) 81250
(3) 812.5 (4) 8125
29. If the area of a square is 729 sq.cm. then what is its perimeter?
(1) 104 cm (2) 108 cm
(3) 112 cm (4) 116 cm
30. The diameter of a circular garden is 700 metres. The garden is to be fenced with 5
rounds of wire. Find the total cost of fencing, if the rate of the wire is 60 ` per metre
(1) 660000 ` (2) 924000 `
(3) 880000 ` (4) 760000 `

SPACE FOR ROUGH WORK


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26. gmo~VÀ¶m AmH¥$Vrdê$Z gwg‘ fQ²>H$moZr ~hþ^wOmH¥$VrÀ¶m gd© Am§VaH$moZm§À¶m ‘mnm§Mr EHy$U ~oarO
{H$Vr?
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l as ag
g
a °
(1) 360 (2) 540°
(3) 640° (4) 720°
27. 720 ‘rQ>a bm§~rMr Xmoar g‘mZ A§Vamda 8 {R>H$mUr H$mnbr Va à˶oH$ VwH$S>çm§Mr bm§~r S>{o g‘rQ>a‘ܶo
{H$Vr ¶oB©b?
(1) 720 S>o{g‘rQ>a (2) 80 S>o{g‘rQ>a
(3) 800 S>o{g‘rQ>a
o m 900 S>o{g‘rQ>a
c
(4)
___________ .
28.
8 18 {H$‘r. =>> > ‘rQ>a em
l a s (2) 81250
ag
(1) 812500
(3) 812.5 (4) 8125
29. EH$m Mm¡agmMo joÌ’$i 729 Mm¡go‘r. Amho Va ˶m Mm¡agmMr n[a{‘Vr {H$Vr?
(1) 104 go‘r. (2) 108 go‘r.
(3) 112 go‘r. (4) 116 go‘r.
30. EH$m dVw©imH¥$Vr ~mJoMm ì¶mg 700 ‘rQ>a AgyZ ¶m ~mJo^modVr 5 nXar H$mQ>oar VmaoMo Hw§$nU H$amd¶mMo
Amho. Oa VmaoMm Xa à{V ‘rQ>a 60 én¶o Agob Va Hw§$nUmgmR>r EHy$U IM© {H$Vr ¶oB©b?
o m
m (1) 660000 é. (2) 924000 é.
. c
c. o (3) 880000 é. (4) 760000 é.
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31. One square is formed with a 88 cm. long wire. One circle is formed with a 88 cm.
long wire. What is the difference between the area of this square and this circle?
(1) 189 sq.cm. (2) 132 sq.cm.
(3) 188 sq.cm. (4) 197 sq.cm.

32. A rectangular garden with length 60 metre and breadth 40 metre has a road with
breadth 3 12 metre on the outer side along the sides of the garden. What is the area
of that road?
(1) 849 sq.m. (2) 729 sq.m.
(3) 649 sq.m. (4) 749 sq.m.

33. The surface area of a cube is 294 sq.cm. What is its volume?
(1) 343 c.c.
(2) 243 c.c.
(3) 512 c.c.
(4) 443 c.c.

34. The soil from the pit with length 250 metres, breadth 150 metres and depth 2 metres
is spread evenly on the road with length 7.5 km. and 20 metres breadth. What will
be the thickness of the soil spread on the road?
(1) 0.4 metre (2) 0.6 metre
(3) 0.5 metre (4) 1 metre

35. The scores 623, 616, 618, 620, 617, 619, 622, 621, x are given. The average of all
these scores is 620. What is the value of x ?
(1) 615 (2) 614
(3) 626 (4) 624

SPACE FOR ROUGH WORK



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31.
a
88 go‘r. bm§~r Agboë¶m EH$m VmaonmgyZ EH$ Mm¡ag V¶ma Ho$bm Am{U Xþgè¶m 88 go‘r. bm§~r
Agboë¶m VmaonmgyZ EH$ dVw©i ~Z{dbo Va dVw©i Am{U Mm¡agmÀ¶m joÌ’$im‘Yrb ’$aH$ {H$Vr
Agob?
(1) 189 Mm¡go‘r. (2) 132 Mm¡go‘r.
(3) 188 Mm¡go‘r. (4) 197 Mm¡go‘r.

32. 60 ‘rQ>a bm§~r d o40m‘rQ>a ê§$Xr Agboë¶m Am¶VmH¥$Vr ~mJoÀ¶m ~mhoarb ~mOybm bmJyZ 3 12 .c om
c
. V¶ma Ho$bm Va añ˶mMo joÌ’$i {H$Vr Mm¡‘r. ¶oB©b? e m
‘rQ>a ê§$XrMm mañVm
eMm¡‘r. l a s
(1) 849
l a s (2) 729 Mm¡‘r.
ag
(3)ag649 Mm¡‘r. (4) 749 Mm¡‘r.

33. EH$m KZmMo EHy$U n¥ð>’$i 294 Mm¡go‘r. Amho Va ˶m KZmMo KZ’$i {H$Vr?
(1) 343 Kgo‘r.
(2) 243 Kgo‘r.
(3) 512 Kgo‘r.
(4) 443 Kgo‘r. m
. co
m
ea Imob IÈ>çmVrb ‘mVr 7.5 {H$‘r. bm§~, 20 ‘rQ>a
34.
a s
250 ‘rQ>a bm§~; 150 ‘rQ>a ê§$X d 2 ‘rQ>
l rMm ‘mVrMm Wa V¶ma hmoB©b?
ê§$X añ˶mda ngabr Va {H$Vr ‘rQ>agOmS>
(1) 0.4 ‘rQ>a
a (2) 0.6 ‘rQ>a
(3) 0.5 ‘rQ>a (4) 1 ‘rQ>a

35. 623, 616, 618, 620, 617, 619, 622, 621, x, ¶m gd© àmßVmH$m§Mo ‘ܶ‘mZ 620 Amho Va
x Mr qH$‘V {H$Vr?
(1) 615 (2) 614
o m
m 626 624 . c
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(3) (4)
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Instructions for the Question No. 36 and 37 : This joint bar graph shows the information
of fruit plants and owering plants planted in the garden by students of 8th, 9th and 10th
standard of a school. Observe the bar graph and answer the questions given below.

Scale :
Y axis Y axis : 1 cm = 10 plants
X axis :
Flowering Plants

Fruits Plants

100
90
80
Number of Plants

70
60
50
40
30
20
10
X axis
8th 9 th 10th
Standard

36. Total how many fruit plants are planted by 8th, 9th and 10th standard students?
(1) 255 (2) 245
(3) 225 (4) 215

SPACE FOR ROUGH WORK

0111-Marathi Set-A 12 of 32 Contd...



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ag
àíZ H«$. 36 d 37 gmR>r gyMZm : AmboImÀ¶m ghmæ¶mZo nwT>rb àíZm§Mr CÎmao {bhm.
EH$m emioVrb B. 8dr, B. 9 dr Am{U B. 10 dr Vrb gd© {dX²¶m϶mªZr ~mJoV bmdboë¶m ’w$bPmS>m§Mm Am{U
’$iPmS>m§Mm AmboI OmoS>ñV§^mZo XmI{dbobm Amho ˶mdê$Z à. H«$. 36 d 37 ¶m àíZm§Mr CÎmao {bhm.

à‘mU :
Y Ajmda : 1 go‘r = 10 PmS>o
Y axis
m
co
X Ajmda :

. c om ’w$bPmS>o
e m .
e m l as
l as ’$iPmS>o (H$moam^mJ)
ag
g
a 100
90
80
70
PmS>m§Mr g§»¶m

60
50
m
.co
40
30
e m
20
l as
10
ag X axis
8 dr 9 dr 10 dr
B¶Îmm

36. B. 8 dr; B. 9 dr; B. 10 dr Vrb gd© {dX²¶m϶m©Zr EHy$U {H$Vr ’$iPmS>o bmdbr?
(1) 255 (2) 245
o m
m 225 215 . c
co
(3) (4)
. e m
e m las
s g
gla a
H$ÀÀ¶m H$m‘mgmR>r ’$³V

m
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0111-Marathi Set-A 13 of 32 P.T.O.
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37. What is the ratio of total owering plants with the total fruit plants planted by all
the students?
(1) 19 : 17 (2) 17 : 15
(3) 17 : 16 (4) 16 : 19

38. If 20% of x = 10% of 8000 then what is the value of x?
(1) 4000 (2) 2000
(3) 3000 (4) 5000

39. The cost of sugar is increased by 25% and the sale of sugar is decreased by 10%
The trade will show increase or decrease by how much percent?
(1) 15% increase
(2) 15% decrease
(3) 12.5% increase
(4) 12.5% decrease

40. Suresh took a loan of 10,000 at the rate of 12 p.c.p.a. and 12,000 at 9 p.c.p.a.
respectively from a bank. If he repaid all the loan with interest after 3 years then
nd the total amount he paid?
(1) 6840 `
(2) 28840 `
(3) 27800 `
(4) 27880 `

41. What is the difference between the simple interest on ` 16,000 at the rate of 12 12
p.c.p.a. for 2 14 years and on ` 16,000 at the rate of 10 p.c.p.a. for 2 1 years?
2
(1) 500 ` (2) 400 `
(3) 550 ` (4) 450 `

SPACE FOR ROUGH WORK







0111-Marathi Set-A 14 of 32 Contd...







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37.
a
gd© {dX²¶m϶m©Zr bmdboë¶m EHy$U ’y$bPmS>m§Mo EHy$U ’$iPmS>m§er JwUmoÎma {H$Vr?
(1) 19 : 17 (2) 17 : 15
(3) 17 : 16 (4) 16 : 19

38. x Mo 20% = 8000 Mo 10% Va x = {H$Vr?
(1) 4000 (2) 2000
m
(3) 3000
om
(4) 5000
. co
. c m
m eo. 25 Zo dmT>ë¶m‘wio gmIaoMm In eo. 10 Zo H$‘r Pmbm Va CËnÝZmV eoH$S>amse
39.
s e. KQ> {H$Vr Pmbr?
gmIaoMr qH$‘V
g l
l a
dmT> qH$dm eo a
(1)ag15% dmT>
(2) 15% KQ>
(3) 12.5% dmT>
(4) 12.5% KQ>

40. gwaoeZo XmoZ ~±H$m§H$Sy>Z AZwH«$‘o X.gm.X.eo. 12 XamZo 10000 é. Am{U X.gm.X.eo. 9 XamZo 12000
én¶o H$O© KoVbo. ˶mZo Vo gd© H$O© 3 dfm©Z§Va ì¶mOmgh
o m naV Ho$bo Va ˶mZo XmoÝhr ~±H$m§‘ܶo
EHy$U {H$Vr én¶o ^abo?
m .c
(1) 6840 é.
s e
(2) 28840 é.
g l a
(3) 27800 é. a
(4) 27880 é.

41. X.gm.X.eo. 12 12 XamZo 16000 é. ‘wÔbmMo 2 14 dfm©Mo gaiì¶mO d X.gm.X.eo. 10 XamZo
16000 é. ‘wÔbmMo 2 12 dfm©Mo hmoUmao gaiì¶mO ¶mVrb ’$aH$ {H$Vr?
(1) 500 é. (2) 400 é.
m
m (3) 550 é. (4) 450 é. co .
.co s e m
s em l a
gla
H$ÀÀ¶m H$m‘mgmR>r ’$³V ag



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0111-Marathi Set-A 15 of 32 P.T.O.


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42. If the item is sold for ` 60, the loss incurred is four times the pro t gained by selling
the same item at ` 80 then what is the cost price of that item?
(1) 62 `
(2) 58 `
(3) 56 `
(4) 64 `

43. When a shopkeeper sold the mobile at ` 39711 whose marked price was ` 42700
then how much % discount did he give?
(1) 9%
(2) 8%
(3) 7%
(4) 6%

44. Ramrao purchased a tractor at ` 650000 through a commission agent. If 1 12 % of
commission is paid to the agent then what is the total amount paid by Ramrao?
(1) 659750 `
(2) 658750 `
(3) 660750 `
(4) 661750 `

45. If x = 37 and y = 27 then xy = ?
(1) 949
(2) 999
(3) 989
(4) 1199

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0111-Marathi Set-A 16 of 32 Contd...







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42.
a
EH$ dñVy 60 én¶m§g {dH$ë¶m‘wio {OVH$m VmoQ>m hmoVmo. ˶mÀ¶m Mm¡ßnQ> Z’$m Vr dñVy 80 én¶m§g
{dH$ë¶m‘wio hmoVmo. Va dñVyMr IaoXr qH$‘V {H$Vr?
(1) 62 é.
(2) 58 é.
(3) 56 é.
(4) 64 é. m
om . co
EH$m XþH$mZXmamZo.c42700 én¶o qH$‘VrMm ‘mo~mB©b 39711 én¶m§g {dH$bm Va XþH$mZXmamZo {H$Vr e m
43.
em
Q>³Ho$ gyQ> s{Xbr? l as
(1) g9%la ag
a
(2) 8%
(3) 7%
(4) 6%

44. am‘amdm§Zr EH$ Q´>°³Q>a Xbmbm‘m’©$V 650000 én¶m§Zm {dH$V KoVbm Xbmbmg 1 12 % Xbmbr {Xbr
Va ˶mZm Vmo Q´>°³Q>a {H$Vr én¶m§g {‘imbm?
m
(1) 659750 é. c. o
e m
(2) 658750 é.
l as
ag
(3) 660750 é.
(4) 661750 é.

45. Oa x = 37 Am{U y = 27 Va xy = {H$Vr?
(1) 949
(2) 999
(3) 989
m
.co
(4) 1199
m
m .co s e m
s e g la
gla a
H$ÀÀ¶m H$m‘mgmR>r ’$³V


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0111-Marathi Set-A 17 of 32 P.T.O.


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Page 17 of 32

46. (x + 7) (x − 7) are factors of which of the following algebraic expression?
(1) x2 − 16x − 63
(2) x2 + 2x − 63
(3) x2 − 14x − 63
(4) x2 − 49

47. x2 − 4xy + 4y2 = ?
(1) (x − 2y) (x − 2y)
(2) (x + y) (x − 4y)
(3) (x + 2y) (x − 2y)
(4) (x − y) (x − 4y)

48. Find the expansion of (6x − 5y)2 from the following.
(1) 36x2 − 30xy + 25y2
(2) 36x2 + 30xy + 25y2
(3) 36x2 − 60xy + 25y2
(4) 36x2 − 120xy + 25y2

49. (3x + 4y)2 + (3x − 4y)2 = ?
(1) 32xy
(2) 9x2 + 16y2
(3) 9x2 − 16y2
(4) 18x2 + 32y2

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0111-Marathi Set-A 18 of 32 Contd...








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46. (x + 7) (x − 7) ho Ad¶d H$moU˶m amerMo AmhoV?
ag
(1) x2 − 16x − 63
(2) x2 + 2x − 63
(3) x2 − 14x − 63
x2 − 49
(4)
m
om . co
x2 − 4xy + 4y2 =.c{H$Vr?
e m
s
47.
(1) (x −s2y)em(x − 2y) g l a
la
(2) g(x + y) (x − 4y)
a
a
(3) (x + 2y) (x − 2y)
(4) (x − y) (x − 4y)

48. (6x − 5y)2 ¶m ÛrnXrMm dJ©{dñVma H$moUVm?
(1) 36x2 − 30xy + 25y2
m
(2) 36x2 + 30xy + 25y2
m .co
36x2 − 60xy + 25y2 s e
a
(3)
l
(4) 36x2 − 120xy + 25y2
ag
49. (3x + 4y)2 + (3x − 4y)2 = {H$Vr?
(1) 32xy
(2) 9x2 + 16y2
(3) 9x2 − 16y2
m
m (4) 18x2 + 32y2
.co
m.co s e m
s e g la
gla a
H$ÀÀ¶m H$m‘mgmR>r ’$³V


m


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0111-Marathi Set-A P.T.O.
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50. 1 b2 = ?
9a 2 - 16

(1) a 3a - 14 b k a 3a - 14 b k

(2) a 3a + 14 b k a 3a - 14 b k

(3) ^3a + 4b h ^3a - 4b h

(4) a 9a + 14 b k a 9a - 14 b k

51. If 4x + 10 = 6 then x = ?
5
(1) 2 (2) 10
(3) 4 (4) 5

52. If thrice a certain number is added to twice the same number then it comes to 85
then which is that number?
(1) 23 (2) 17
(3) 27 (4) 29

53. What is the addition of odd numbers from 1 to 100?
(1) 1600 (2) 1800
(3) 2401 (4) 2500

54. What is the difference between smallest natural number and greatest negative integer?
(1) 0 (2) 1
(3) 2 (4) 4

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1 b 2 = {H$Vr?
ag
50. 9a 2 - 16

(1) a 3a - 14 b k a 3a - 14 b k

(2) a 3a + 14 b k a 3a - 14 b k

m
(3) ^3a + 4b h ^3a - 4b h
om . co
. c e m
(4)
e m
a 9a + 14 b k a 9a - 14 b k
l as
l as ag
51.
g
4xa+ 10 = 6 Va x = {H$Vr?
5
(1) 2 (2) 10
(3) 4 (4) 5

52. EH$m g§»¶oÀ¶m {VnQ>rV ˶mM g§»¶oMr XþßnQ> {‘i{dbr Va 85 ¶oVo Va Vr g§»¶m H$moUVr?
o m17
(1) 23
c
(2)
(3) 27
e m.(4) 29
l a s
53. g
1 nmgyZ 100 n¶ªVÀ¶m gd© {df‘ag§»¶m§Mr ~oarO {H$Vr?
(1) 1600 (2) 1800
(3) 2401 (4) 2500

54. gdm©V bhmZ Z¡g{J©H$ g§»¶m d gdm©V ‘moR>r F$U nyUmªH$ g§»¶m ¶m§À¶mVrb ’$aH$ {H$Vr?
(1) 0 (2) 1

m
(3) 2 (4) 4 om . c
c. o s e m
s em g la
g l a H$ÀÀ¶m H$m‘mgmR>r ’$³V a

m


.co m
0111-Marathi Set-A 21 of 32 P.T.O.


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55. 73 = ?
99
(1) 0.73 (2) 0.731
(3) 0.7373 (4) 0.73473

56. Observe the number line and select which of the following option denotes
co-ordinate of point P on the number line?
O P
−2 −1 1 2
−2 −1 0 1 2 3
3 3 3 3
(1) 8 (2) 7
3 3

(3) - 10 (4) 9
3 3

57. The divisibility test of which of the following option is applicable for all the numbers
784, 98, 196, 392
(1) 2 and 7 (2) 2, 3 and 7
(3) 2, 3, 6 (4) 3, 4 and 7

58. Find the square root of
3 3 3 3 3 3 3 3
1+2+3+4+5+6+7+8 =
(1) 33 (2) 34
(3) 36 (4) 38

59. L.C.M. of two consecutive odd natural numbers is 2499. Which is the smaller number
in those two numbers?
(1) 39 (2) 49
(3) 51 (4) 41

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0111-Marathi Set-A 22 of 32 Contd...









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55. 73
ag
99 = {H$Vr ?
(1) 0.73 (2) 0.731
(3) 0.7373 (4) 0.73473

56. g§»¶maofoMo {ZarjU H$ê$Z P H$moUVr g§»¶m Xe©{dVo? n¶m©¶ {ZdS>m.
m
co
O P

. om −2 −1
c −1 3 3 0 31 23 1 e m .
−2
e m
2 3
l as
as ag
(1) gl83 7
a (2) 3
(3) −10 (4) 9
3 3

57. 784, 98, 196, 392 ¶m gd© g§»¶m§Zm Imbrb n¶m©¶mn¡H$s H$moU˶m g§»¶m§À¶m {d^mÁ¶VoÀ¶m
H$gmoQ>çm bmJy nS>Vrb?
(1) 2 d 7 (2) 2, 3 d 7
(3) 2, 3, 6
om 3, 4 d 7
(4)
. c
e m
58. dJ©‘yi H$mT>m.
l as
1 + 2 + 3 + 4 + 5 + 6 + 7 +a8g = {H$Vr ?
3 3 3 3 3 3 3 3

(1) 33 (2) 34
(3) 36 (4) 38

59. XmoZ H«$‘dma {df‘ Z¡g{J©H$ g§»¶m§Mm b.gm.{d. 2499 Amho. Va ˶m XmoZ g§»¶mn¡H$s bhmZ g§»¶m
H$moUVr?
m
.co
(1) 39 (2) 49
m
.co m
(3) 51 (4) 41
m s e
s e g la
gla a
H$ÀÀ¶m H$m‘mgmR>r ’$³V




m
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0111-Marathi Set-A 23 of 32 P.T.O.


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60. Which is the greatest Rational number from the given numbers.
16 , 5 , 2 , 125
27 9 3 243
(1) 125
243 (2) 16
27
(3) 59 (4) 2
3

61. ^ 25 h
3
=?
27 # 4 2
(1) 8 (2) 12
(3) 16 (4) 32

62. Sunil and Anil invested ` 91,000 and ` 65000 respectively and started a business.
At the end of the year they made a pro t of ` 48300. How much is Sunil's share in
pro t?
(1) ` 29750 (2) ` 28175
(3) ` 28375 (4) ` 20175

63. 56 workers complete a work in 60 days. To complete the same work in 42 days, how
many more workers are required?
(1) 80 (2) 48
(3) 36 (4) 24

64. Prakash completes one work in 10 days. Prasad completes the same work in 15
days. How many days will be required to complete the same work if both of them
work together?
(1) 6 (2) 5
(3) 8 (4) 9

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0111-Marathi Set-A 24 of 32 Contd...







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60. 16 , 5 , 2 , 125
ag
27 9 3 243 ¶mn¡H$s gdm©V ‘moR>r n[a‘o¶ g§»¶m H$moUVr?
(1) 125
243 (2) 16
27
(3) 59 (4) 2
3

m
^ 25 h
co
3
= {H$Vr ?m .
co
61. 7
2 #4 2
. e m
(1) 8
e m (2) 12
l as
l
(3) 16 as (4) 32 ag
ag
62. gw{Zb d A{Zb ¶m§Zr AZwH«$‘o ` 91000 Am{U ` 65000 Jw§VdyZ EH$ ì¶dgm¶ gwê$ Ho$bm.
dfm©AIoarg ˶m§Zm ` 48300 Z’$m Pmbm Va gw{ZbMm Zâ¶mMm dmQ>m {H$Vr?
(1) ` 29750 (2) ` 28175
(3) ` 28375 (4) ` 20175

o m42 {XdgmV nyU© H$amd¶mMo Agob Va {H$Vr
c
56 ‘Oya EH$ H$m‘ 60 {XdgmV nyU© H$aVmV VoM H$m‘
m.
63.
OmXm ‘Oya bmdmdo bmJVrb?
s e
(1) 80
g l a (2) 48
(3) 36 a (4) 24

64. àH$me EH$ H$m‘ 10 {XdgmV nyU© H$aVmo, àgmX VoM H$m‘ 15 {XdgmV nyU© H$aVmo Va XmoKo {‘iyZ
Vo H$m‘ {H$Vr {XdgmV nyU© H$aVrb?
(1) 6 (2) 5
(3) 8 (4) 9
m
m .co
m .co s e m
s e g la
gla a
H$ÀÀ¶m H$m‘mgmR>r ’$³V


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0111-Marathi Set-A 25 of 32 P.T.O.
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65. The sale of Vegetable seller for a week from Monday to Sunday is as follows:-
` 3025, ` 3075, ` 3250, ` 3300, ` 2400, ` 2250 and x.
If the average of the sale is ` 2800 then what is the value of (x), the sale on Sunday?
(1) 2000 ` (2) 2200 `
(3) 2300 ` (4) 2400 `

66. If m∠P = 55° then what is the measure of the supplementary angle of complementary
angle of ∠P ?
(1) 35° (2) 145°
(3) 135° (4) 125°

67. In the adjoining gure out of ∠a, ∠b, ∠c, ∠d which angle is different?
F E
d b
G D
a c

A C

B

(1) ∠a (2) ∠b
(3) ∠c (4) ∠d
68. Which of the following is a False statement?
(1) The angle bisectors of a triangle are not concurrent.
(2) The perpendicular bisectors of a triangle are concurrent.
(3) The sum of the measures of three angles of a triangle is 180°.
(4) In a triangle the sum of the length of the two smaller sides is greater than the
length of the greatest side.

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65.
a
EH$m ^mOr {dH«o$˶mZo gmo‘dma Vo a{ddma ¶m EH$m AmR>dS>çmV {dH$boë¶m ^mOrMr {dH«$s a³H$‘
nwT>rbà‘mUo {Xboë¶m AmhoV. 3025 é. 3075 é., 3250 é., 3300 é., 2400 é., 2250 é.
Am{U x é. Oa ˶m§Mr gamgar {dH«$s 2800 én¶o Agob Va a{ddmar {dH$boë¶m (x) é. ^mOrMr
{dH«$s {H$Vr én¶o Agob?
(1) 2000 é. (2) 2200 é.
(3) 2300 é. (4) 2400 é.
Oa ∠ P = 55° Vam∠ P À¶m H$moQ>rH$moZmÀ¶m nyaH$ H$moZmMo ‘mn {H$Vr? . c om
co
66.
. e m
(1) 35°
m (2) 145°
as
(3) 135s° e l
(4) 125°
g
67. gmoa gla AmH¥$Vr‘ܶo ∠a, ∠b, ∠c, ∠d ¶mn¡H$s H$moUVm H$moZ doJim Amho? Vo n¶m©¶mVyZ a{ZdS>m.
~V˦m
F E
d b
G D
a c

A C
m
c. o B
e m
l as
(1) ∠a ag (2) ∠b
(3) ∠c (4) ∠d

68. nwT>rb {dYmZm§n¡H$s Ag˶ {dYmZ H$moUVo?
(1) {ÌH$moUmMo H$moZXþ^mOH$ EH$g§nmVr ZgVmV.
(2) {ÌH$moUmÀ¶m ~mOy§Mo b§~Xþ^mOH$ EH$g§nmVr AgVmV.
(3) {ÌH$moUmV VrZ H$moZm§À¶m ‘mnm§Mr ~oarO 180° AgVo.
m~rMr ~oarO
(4) {ÌH$moU H$mT>VmZm {ÌH$moUmÀ¶m ‘moR>çm ~mOyÀ¶m bm§~rnojm Caboë¶m XmoZ ~mOy§Mcrobm§
m OmñV AgVo. m.
.co s e
e m la
l as H$ÀÀ¶m H$m‘mgmR>r ’$³V ag
g

m



.co




0111-Marathi Set-A 27 of 32 P.T.O.
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Page 27 of 32

69. What is the perimeter of the m PQR ?
P

20 cm.
Q 21 cm. R

(1) 29 cm.
(2) 41 cm.
(3) 68 cm.
(4) 70 cm.

70. Select the option which is not the Pythagorean triplet?
(1) 42, 56, 70
(2) 15, 36, 40
(3) 10, 24, 26
(4) 11, 60, 61

71. The length of the rectangle is 30 cm. and breadth is 20 cm. What is the area of the
square whose perimeter is same as the perimeter of the given rectangle?
(1) 625 sq.cm.
(2) 600 sq.cm.
(3) 576 sq.cm.
(4) 529 sq.cm.

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69.
a
gmo~VÀ¶m AmH¥$VrMo {ZarjU H$ê$Z m PQR Mr n[a{‘Vr {H$Vr?
P

20 go‘r.
m
om . co
. c e m
m Q R
as
se
la go‘r.
21 go‘r.
ag l
(1)
g29
(2)a 41 go‘r.
(3) 68 go‘r.
(4) 70 go‘r.

70. nwT>rb n¶m©¶m§n¡H$s nm¶WmJmoagMo {ÌHw$Q> ZgUmam n¶m©¶ H$moUVm Vo {ZdS>m …
(1) 42, 56, 70
m
(2) 15, 36, 40 c. o
(3) 10, 24, 26 e m
(4) 11, 60, 61 las
ag
71. 30 go‘r. bm§~r d 20 go‘r. ê§$Xr AgUmè¶m EH$m Am¶VmMr OodT>r n[a{‘Vr Amho. VodT>rM n[a{‘Vr
AgUmè¶m Mm¡agmMo joÌ’$i {H$Vr?
(1) 625 Mm¡go‘r.
(2) 600 Mm¡go‘r.
(3) 576 Mm¡go‘r.
m
m (4) 529 Mm¡go‘r.
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72. In the given gure, If the area of square PQRS is 900 sq.cm. then what is the area
of square ABCD formed by joining the midpoints of sides of dPQRS ?
P A Q

D B

S C R

(1) 400 sq.cm. (2) 900 sq.cm.
(3) 450 sq.cm. (4) 600 sq.cm.
73. If a cuboid has 6 surfaces, 8 vertices then it has how many edges?
(1) 12 (2) 14
(3) 10 (4) 13
74. Select the odd term.
(1) Cube (2) Square
(3) Cuboid (4) Prism
75. Observe the gure, two parallel lines are intersected by a transversal nd ∠a = ?

p
(3x (x+20)
l

a= ? m

(1) 45° (2) 50°
(3) 65° (4) 55°

SPACE FOR ROUGH WORK

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72. gmo~VÀ¶m AmH¥$VrV Mm¡ag PQRS Mo joÌ’$i 900 Mm¡go‘r Amho. Va Mm¡ag PQRS À¶m ~mOyÀ¶m
‘ܶq~XÿZm OmoSy>Z V¶ma hmoUmè¶m Mm¡ag ABCD Mo joÌ’$i {H$Vr?
P A Q

D B
m
om . co
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e m l as
as
l Mm¡go‘r.
S C R
ag
(1) g400
a
(3) 450 Mm¡go‘r.
900 Mm¡go‘r.
(2)
(4) 600 Mm¡go‘r.
73. EH$m Mm¡H$moZr {MVrbm 6 n¥ð>o, 8 {eamoq~Xÿ AmhoV Va H$S>m§Mr g§»¶m {H$Vr?
(1) 12 (2) 14
(3) 10 (4) 13
74. JQ>mV Z ~gUmam n¶m©¶ H$moUVm?
(1) KZ
o m Mm¡ag
c
(2)
(3) B{ï>H$m{MVr
m . (4) {ÌH$moU{MVr
75.
lse aofoZo N>oXbobo Amho ˶mdê$Z ∠ a = {H$Vr ?
gmo~VÀ¶m AmH¥$VrV XmoZ g‘m§Va aofm§Zm aEH$m
ag
p
(3x (x+20)
l

a = {H$Vr? m

45° 50° m
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(1) (2)

om (3) 65
°
(4) 55°
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H$ÀÀ¶m H$m‘mgmR>r ’$³V

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