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MSCE Pune 8th Scholarship 2020 Question Paper Telgu Paper 1

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MSCE Pune 8th Scholarship 2020 Question Paper Telgu 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 (32 pages). Candidates preparing for MSCE PUP PSS can use MSCE Pune 8th Scholarship 2020 Question Paper Telgu Paper 1 to understand the exam pattern, the type of questions asked, and the overall difficulty level.

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MSCE Pune 8th Scholarship 2020 Question Paper Telgu Paper 1 – Text

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Page 1

¾pñ-ȪOµAfµ±¿ «¸Öv±¼ø´p IS¸Ý£ÀÊm¶¨´m (8¶¢ hµ±µSµi), »pûsñ¶¢±¼ 2020

A
¾ªdÀ ¶mA.ú

0 7 1 1
Ȫd³

Êp¶p±³ ÈmA. I ¶ª¶¢À±ÀµÀA: 11:00 ¶mÀAfº 12:30 ¶¢±µOµÀ
¤Àfº±ÀµÀA: hÇvÀSµÀ
ÊpavÀ: 32 È¢ÀÀhµåA ¶¢Ã±µÀÖvÀ: 150
È¢ÀÀlµdº sû¹¶¨ ¶¢À±¼±ÀµÀÀ SµgºhµA

¤À±µÀ ¶pñ¶¥évOµÀ ¶ª¶¢Ãlû¸¶mA EVÉÛ ¶¢ÀÀAlµÀ F OºñAl¼ ¶ªÃVµ¶mv¶mÀ Y¹SµñhµåS¸ Vµlµ¶¢Afº.
1. F ¶pñ¶¥é¶phµñAvÑ ±ÇAfµÀ £sû¹S¸vÀ Gm¸é±ÀÀ. Ȫ°µ´m I vÑ È¢ÀÀlµdº sû¹¶¨OµÀ ¶ªAsAlû¼AW 1 ¶mÀAfº 25 ¶pñ¶¥évÀ ¶¢À±¼±ÀµÀÀ Ȫ°µ´m
II vÑ Sµgºh¸nOº ¶ªAsAlû¼AW 26 ¶mÀAfº 75 ¶pñ¶¥évÀ Gm¸é±ÀÀ. È¢ÀÀhµåA 75 ¶pñ¶¥évÀ hµ¶pên¶ª±¼.
2. Cné ¶pñ¶¥évOµÀ 2 ¶¢Ã±µÀÖvÀ GAd¹±ÀÀ.
3. ¶pñ¶¥é¶ph¸ñné ¶pÁ¹±¼åVɱÀµÀf¸nOº O¸v¶p±¼£Ài 90 n£À©¸vÀ.
4. ¶ª¶¢Ãlû¸m¸v¶mÀ ±¼O¸±³â VɱÀµÀf¸nOº ¶pñhÉïOµ Y¢¸sÀ ¶phµñA E¶¢ösfµÀhµÀAl¼. ¶pñi ¶pñ¶¥éOµÀ m¸vÀSµÀ ¶pñh¸ï¶¢Ãé±ÀµÃvÀ E¶¢ös-
f¸â±ÀÀ. ¢¸dºn Y¹SµñhµåS¸ Vµlµ¶¢Afº. Y¢¸sÀ ¶phµñAvÑ ¶ªË±Ç¶m ¶ª¶¢Ãlû¸¶mA IAVµÀOÐAfº ¶¢À±¼±ÀµÀÀ ʨf³ VɱÀµÀAfº.
Gl¸¶¬±µg OжªA: - ¶pñ¶¥é ÈmA. 6 Oº ¶ªË±Ç¶m ¶pñh¸ï¶¢Ãé±ÀµÀA 2 C±ÀÀhÉ ¤À Y¢¸sÀ¶mÀ F OºñAl¼ £lûµAS¸ ±¼O¸±³â VɱÀµÀAfº:
¶pñ¶¥é ÈmA. 6 -
5. Sµ±¼¶¨àAS¸ 20% ¶pñ¶¥évÀ ±ÇAfµÀ ¶ªË±Ç¶m ¶pñh¸ï¶¢Ãé±ÀµÃv¶mÀ OµwS¼ Gm¸é±ÀÀ. Csûµï±¼æ ¶ªË±Ç¶m ¶ª¶¢Ãlû¸m¸vhÐ ±ÇAfµÀ ¶ª±¼Öv³v¶mÀ
l¼lµç¶¢v»ª (ʨfºAS³) GAdÀAl¼. F ¶pñ¶¥évOµÀ ‘±ÇAfµÀ ¶ªË±Ç¶m ¶pñh¸ï¶¢Ãé±ÀµÃv¶mÀ IAVµÀOÐAfº' CÊm ¶ªÃVµ¶m GAdÀAl¼.
Gl¸¶¬±µg OжªA: - ¶pñ¶¥éÈmA. 8 Oº ¶ªË±Ç¶m ¶pñh¸ï¶¢Ãé±ÀµÀA 2 & 3 C±ÀÀhÉ, ¤À Y¢¸sÀ¶mÀ F OºñAl¼ £lûµAS¸ ±¼O¸±³â
VɱÀµÀAfº:
¶pñ¶¥é ÈmA.ú 8 -
6. ¶¢À±É Ehµ±µ ±µÃ¶pAvÑ ¶mÈ¢ÃlµÀ VɱÀµÀsfº¶m ¶ª¶¢Ãlû¸¶mA ¶p±¼SµgºAVµsfµlµÀ. Cv¹Adº ¶ª¶¢Ãlû¸m¸nOº ‘ªÀm¸é' ¶¢Ã±µÀÖ E¶¢ös-
fµÀhµÀAl¼.
7. ¶¢Åh¸åné l¼lµçf¸nOº ovA vÉl¸ ¶mvÀ¶pÁ s¹v³ Èp¶mÀé G¶p±ÀÇÃS¼AVµAfº. Èpnùv³ l¸ö±¸ l¼l¼ç¶m ¶¢Åh¸åvÀ ¶p±¼SµgºAVµsfµ¶¢Á.
8. LOµ«¸±¼ ±¼O¸±³â VÉ»ª¶m ¶ª¶¢Ãlû¸¶mA ¶¢Ã±µÛsfµlµÀ.
9. WhµÀå ¶pnOº (±µ´pû ¶¢±³Ö) ¶pñi Êpa OºñAlµ vÉl¸ ¶pñ¶¥é¶phµñA ±ÀÇÀÀOµÖ W¶¢±¼ ÊpavÑ EWÛ¶m ¶ªævAvÑ VɱÀµÃw.
10. ¶p±¿°µOµÀ ¶p±¼£Àhµ ¶ª¶¢À±ÀµÀA GAl¼, LOµÊ¢yµ ¤À±µÀ LOµ ¶pñ¶¥é¶mÀ ¶p±¼¶¨Ö±¼AVµvÉOµqÒhÉ, lµ±ÀµÀVÉ»ª hµ±µÀ¢¸i ¶pñ¶¥é¶mÀ
¶p±¼¶¨Ö±¼AVµAfº. ¶ª¶¢À±ÀµÀA C¶mÀ¶¢Àiʪå W¶¢±¼Oº ¤À±µÀ ¶p±¼¶¨Ö±¼AVµn ¶pñ¶¥év¶mÀ ¶p±¼¶¨Ö±¼AVµf¸nOº ¶pñ±ÀµÀiéAVµ¶¢VµÀÛ.
11. ¤ÀOµÀ JËÈ¢m¸ ¶pñ¶¥é C¶ªA¶pÁ¹±µäAS¸ vÉl¸ vѶpAS¸ Cn»pʪå, C¶pÁýêfµÀ ¶ªÃ¶p˱ÇþöY±³ vÉl¸ ȪAd±³ Em¸Ü±¼Ýn J¤À CfµSµ¶¢lµÀç.
12. JËlÇm¸ vѶpA / qϱµq¸dÀ / CsûµïAhµ±µ £¶¨±ÀµÃv OжªA, q¸eµ¥¹v vÉl¸ hµwôlµAfµÀñvÀ s¹ôO³ IfµÀïOɶ¨´m D¾pû¶ª±³ vÉl¸
IfµÀïOɶ¨´m D¾pû¶ª±µÀÖ wQhµ¶pÁ¹±µöOµ lµ±µP¹¶ªÀå¶mÀ ¶pA¶pOµÃfµlµÀ. F vѶpA / qϱµq¸dÀ / CsûµïAhµ±µ £¶¨±ÀµÃv¶mÀ ¶ªAsAlû¼hµ
q¸eµ¥¹v v¹S¼´m l¸ö±¸ ¶¢ÃhµñÊ¢À D´mËvÇ´mvÑ ¶mÈ¢ÃlµÀ VɶªÀOТ¸w.
13. MSCE È¢s³ËȪd³vÑ h¸h¸ÖwOµ Y¢¸sÀ O½n ¶pñVµÀ±¼AW¶m 10 ±ÐYÂv ¶¢ï¶¢lû¼vÑ vѶpA / qϱµq¸dÀ / CsûµïAhµ±µ £¶¨±ÀµÃv¶mÀ
D´mËvÇ´mvÑ ¶mÈ¢ÃlµÀ VɱÀµÃw.
14. »pñAdºAS³ vÉl¸ ¶pñ¶¥é¶phµñAvÑ JËlÇm¸ Ehµ±µ qϱµq¸dÀËÈp n¶pÁgÀv Oµ£Àd½ ±ÀÇÀÀOµÖ ¶ªÃVµ¶m ¶¢À±¼±ÀµÀÀ n±µä±ÀµÀA ¶¢±¼å¶ªÀåAl¼.

0711 / Telugu Set-A 1 of 32 P.T.O.

Page 2

SECTION-1
hÇvÀSµÀ
¶pñ 1 ¶mÀAfº 3 :- ¶ªÃVµ¶m: OºAl¼ ¶p±¼VÉÛl¸né ¶¥ñlµçS¸ Vµlµ¶¢Afº. OºAlµ EWÛ¶m ¶pñi ¶pñ¶¥éOµÀ ¶ª¶¢Ãlû¸¶m¶¢ÀÀvÀ
m¸vÀSµÀ ¶p±¸ï±ÀµÀ¶¢ÀÀvÀ E¶¢sfº¶m£ ¶ª±¼Ë±ÀÇÀ¶m ¶ª¶¢Ãlû¸¶m¶¢ÀÀ¶mÀ I¶mÀéOÍn l¸n ¶¢Åh¸åné mvôS¸ S¿±ÀµÀAfº.
§ñ¶¢Ài v°½îs¹±ÀµÀ¶¢Àî 1911¶¢ ¶ªA¶¢hµù±µAvÑ ¶TdOɶª±³ vÑ YnîAV¸±µÀ. s¹vïAvÑÊm £¢¸¶¬A Y±¼S¼Al¼. »p¶mé¶¢±ÀµÀ¶ªÀvÑÊm
sûµ±µå¶mÀ OÐvÑê±ÀµÃ±µÀ. D ¶p±¼»ªæivÑ Ê¢À¶m¶¢Ã¶¢À §ñ ¶ªASÇA ¾ªh¸±¸¶¢À±ÀµÀï DÈ¢À¶mÀ Vɱµl¿¥¹±µÀ. DAlµñ »ph¸¶¢À¶¬ §ñ
¶¢Ãfµq¸dº ¶¬¶mÀ¶¢ÀAhµ±¸¶¢Á ¶ªv¶®ËÈp ¥¹±µlµ oOÉhµ¶mAvÑ DÈ¢À¶mÀ Vɱ¼êAV¸±µÀ. DÈ¢À a£h¸nOº LOµ È¢vÀSµÀ s¹d VµÃq¸±µÀ.
G¶mé¶¢ lµA¶phµÀv ÊmhµÅhµöAvÑ ¶mfºVÉ F q¸eµ¥¹vvÑ DÈ¢À £l¸ïsû¹ï¶ªA VÉ»ª ¶ªÀ°ºhµÀ±¸ËvǶm lɶ¥sû¹OµÀåþﱸv±ÀµÃï±µÀ.
COµÖfÉ DÈ¢ÀOµÀ ¶ªA¶Tʪ¶¢ ¶pdô Ctû±µÀW J±µêfºAl¼. 1927 vÑ DÈ¢À £l¸ö´m ¶p±¿°µvÑ Gjå±µÀ䱸ËvÇm¸±µÀ.
§ñ¶¢Ài SµÀ¶¢Àîfºlµv lµÀ±¸Øs¹±ÀµÀ¶¢Àî ÊmhµÅhµöAvÑ ¶ªh¸ïSµñ ¶¬AvÑ q¸vÎØ¶mé ¶¢À»¬y¹¶¢ÀgÀv YdÀàvÑ §ñ¶¢Ài v°½îs¹±ÀµÀ¶¢Àî
OµÃf¸ Gm¸é±µÀ. ±¸±ÀµÀÈ¢vÃô±µÀ ËYÇvÀvÑ n±µìAlûµAvÑ G¶mé ±ÇAfµÀ ¶ªA¶¢hµù±¸vvÑ DÈ¢À »¬Al¿ sû¹¶¨ Êm±µÀÛOµÀm¸é±µÀ. ImÐé Dk¸ïiîOµ
SµñAk¸vÀ Dlûµï±ÀµÀ¶mA VÉ¥¹±µÀ. ËYÇvÀ ¶mÀAW £fµÀlµËvǶm hµ±µÀ¢¸hµ ¶¢Àl¸ñ¶ªÀvÑ GAfº WhµñvÉP¶mAvÑ fºqÏô¶¢Ã ¶ªAq¸l¼AV¸±µÀ.

1. §ñ¶¢Ài v°½îs¹ ±ÀµÀ¶¢Àî J ¶ªA¶¢hµù±µAvÑ YnîAV¸±µÀ?
(1) 1946 (2) 1927

(3) 1911 (4) 1930

2. §ñ¶¢Ài v°½îs¹±ÀµÀ¶¢Àî 1927vÑ J ¶p±¿°µvÑ Gjå±µÀ䱸ËvÇm¸±µÀ?
(1) fºqÏô¶¢Ã (2) £l¸ö´m ê

(3) f¸Oµà±Éd³ (4) ¶pdà sûµlµÀñvÀ

3. ËÈp ¶p±¼VÉÛlµAvÑ q¸vÎØ¶mé ¶¢À»¬y¹¶¢ÃgÀvÀ I¶¢±µÀ? (±ÇAfµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶p±¸ï±ÀµÃv¶mÀ SµÀ±¼åAVµAfº).

(1) §ñ¶¢Ài SµÀ¶¢Àîfºlµv lµÀ±¸Øs¹±ÀµÀ¶¢Àî

(2) §ñ¶¢Ài ¶mzo Ȣö¬´m

(3) ¶±b¹où v°ºîs¹±ÀÀ

(4) §ñ¶¢Ài v°½îs¹±ÀµÀ¶¢Àî

0711 / Telugu Set-A 2 of 32 P.T.O.

Page 3

¶pñ 4 ¶mÀAfº 6 - ¶ªÃVµ¶m: OºAl¼ SɱÀµÃné Y¹SµñhµS¸ Vµl¼£ OºAlµ E¶¢ösfº¶m ¶pñ¶¥évOµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶ª¶¢Ãlû¸m¸né
SµÀ±¼åAW ¶p±¸ï±ÀµÀ¶¢ÀÀ Oµñ¶¢À ¶ªAPï ±ÀÇÀÀOµÖ ¶¢Åh¸åné ±µASµ±¼AVµAfº.
VµOµÖn SµÃfµvÀô OͶmé
lÍOµÖ «¸vǶpÁ±µÀSµÀ
CdÃEdà Oµlµw Oµlµw
¶¢ÀÀ±¼Èª¶mÀ «¸xfµÀ !!
CAhµvÑÊm VÇAhµÈmS¼±Ç
mÍOµÖ FSµ s¹¶¢
Ev¹ ¶¢WÛ VµÃfµÀ
IAhµ È¢À±µÀ¶pÁ X±µvwô
hDZµvÀ Oµdºàm¸mÍ !
£Ahµ £Ahµ vÇmÍé EdÀ
VµÃfµÀ¶¢ÀÀ ¶¢Ã EAd
VµÃW ¶¢ÀÀ±¼»ª qÒlµÀ¶¢ÁvÉ
¶¢À¶m¶ªÀ qÏAS¼ qÒ¶¢ !
«¸vÇ ¶pÁ±µÀSµÀ lµÀ¶¨à sÀl¼ç
hÇvÀ¶ªÀ OͶmél¼ FSµ
lµÃ±µ¶¢ÀÀS¸ Y±¼S¼qÒ±ÀÀ
Ev¹SµAl¼ FSµ.
«¸xf¸ ! «¸xf¸ !
CAlµËÈ¢À¶m hDZµvÀ
VµÃWm¸¶mÀ ¶¢ÀÀ±¼»ªm¸¶mÀ
hÇwȪ olµÀ ¶¢À¶m¶ªÀ.
4. «¸vǶpÁ±µÀSµÀ sÀl¼ç IdÀ¶¢Adºl¼?

(1) ¶ªÃ°µîsÀl¼ç (2) lµÀ¶¨àsÀl¼ç (3) CvêsÀl¼ç (4) ¶¢ÀAW sÀl¼ç

5. «¸xfµÀ I¶¢±¼n D¶®önAWAl¼ ?

(1) FSµ¶mÀ (2) ¶p°ºn (3) lж¢À¶mÀ (4) ¾ªh¸OÐOµWvÀOµ¶mÀ

6. FSµ Ê¢dºn VµÃW ¶¢ÀÀ±¼»ªAl¼ ?
(1) CAlµËÈ¢À¶m SÐfµvÀ (2) CAlµËÈ¢À¶m OºdºO½vÀ (3) CAlµËÈ¢À¶m sûµ¶¢m¸vÀ (4) CAlµËÈ¢À¶m hDZµvÀ

0711 / Telugu Set-A 3 of 32 P.T.O.

Page 4

7. OºAl¼ ¢¸dºvÑ ¶ª¶¢Ãm¸±µè ¶plµ¶¢ÀÀv¶mÀ Yhµ¶p±µÀVµÀ¶¢ÀÀ.
‘C’ ‘D’
1. JO¸Oº 1. D¶¥Û±µïA
2. CÊp°ºAW 2. LAd±¼ ¢¸±µÀ
3. £¶ªî±ÀµÀ¶¢ÀÀ 3. D¶¥
4. vÑsûµ¶¢ÀÀ 4. Oб¼

(1) 1 - 3, 2 - 1, 3 - 4, 4 - 2 (2) 1 - 4, 2 - 1, 3 -2, 4 - 3
(3) 1 - 2, 2 - 4, 3 -1, 4 - 3 (4) 1 - 1, 2 - 2, 3 - 3, 4 - 4

8. OºAl¼ ¶¢ïi±ÉOµ ¶pl¸v YhµvvÑ ¶ª±¼Ë±ÀÇÀ¶m Yhµv¶mÀ SµÀ±¼åAVµAfº.

(C) GlÐïS¼ x n±µÀlÐïS¼ (D) ¶¢ÀAW x Dv¶ªïA
(E) vÉhµ x ¶¢ÀÀlµÀ±µÀ (F) ¶ªÃ±Ðïlµ±ÀµÀA x lµÀPA

(1) Oɶ¢vA ‘C’ ¶¢À±¼±ÀµÀÀ ‘D’ (2) Oɶ¢vA ‘D’ ¶¢À±¼±ÀµÀÀ ‘E’
(3) Oɶ¢vA ‘C’ ¶¢À±¼±ÀµÀÀ ‘F’ (4) Oɶ¢vA ‘C’ ¶¢À±¼±ÀµÀÀ ‘E’

9. ‘ ¶¢ÀÅSµ±¸Y ’ C¶mÀ ¶pl¸nOº ¶ª±¼Ë±ÀÇÀ¶m ¶¢Áýïhµêhµö±µè¶¢ÀÀ¶mÀ SµÀ±¼åAVµAfº.

(1) YAhµÀ OÐdºOº ¶pñsûµÀ¶¢Á = »ªA¶¬A (2) YAhµÀ OÐdºOº ¶pñsûµÀ¶¢Á = OÐi
(3) YAhµÀ OÐdºOº ¶pñsûµÀ¶¢Á = ¶mOµÖ (4) ¶YAhµÀ OÐdºOº ¶pñsûµÀ¶¢Á = ZAOµ

10. OºAl¼ «¸È¢Àhµ¶mÀ ¶ª±¼Ë±ÀÇÀ¶m ¶plµ¶¢ÀÀhÐ ¶pÁ¹±¼AVµAfº. ¶¢Ã¶m¶¢Êª¶¢±ÀÉÀ _________ ʪ¶¢.

(1) Êplµv (2) l¿¶mÀv (3) ¶¢Ãlûµ¶¢ (4) ¶pñYv

11. OºAl¼ ¶pñOµÅi £OµÅi YhµvvÑ ¶ª±¼Ë±ÀÇÀ¶ml¼ O¸n Yhµv¶mÀ SµÀ±¼åAVµAfº.
(±ÇAfµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶p±¸ï±ÀµÃv¶mÀ SµÀ±¼åAVµAfº)

(1) O¸±µï¶¢ÀÀ - O¸±µÝ¶¢ÀÀ (2) £lµï - ËÈ¢lµï
(3) nY¶¢ÀÀ - Cslµç¶¢ÀÀ (4) ¶plµï¶¢ÀÀ - ¶plÇç¶¢ÀÀ

0711 / Telugu Set-A 4 of 32 P.T.O.

Page 5

12. ‘«¸lûµÀ ±µ°¸lµ°µÀfµÀ , £¶p°µ ¦°µg £Vµ°µÀfµÀ’ l¿nvÑn CvAO¸±µÊ¢Àl¼?

(1) CAh¸ï¶mÀ q¸ñ¶ª¶¢ÀÀ (2) v¹d¹¶mÀq¸ñ¶ª¶¢ÀÀ
(3) VÉO¸¶mÀ q¸ñ¶ª¶¢ÀÀ (4) ¶¢Åh¸åþï¶mÀ q¸ñ¶ª¶¢ÀÀ

13. OºAl¼ ¢¸dºvÑ C¶mÀm¸»ªOµ¶¢ÀÀ O¸n C°µ±¸né SµÀ±¼åAVµAfº.

(1) Oµ (2) g (3) c (4) ¶¢À

14. OºAl¼ ¢¸O¸ïvvÑ ¶ªOµ±µîOµ ¢¸O¸ïv¶mÀ SµÀ±¼åAVµAfº.
C) ¢¸fµÀ ¢¸ñȪ¶mÀ.
D) ¢¸fµÀ q¸eµ¶¢ÀÀ ¢¸ñȪ¶mÀ.
E) ±¸¶¢ÀÀfµÀ sζ¢Àî¶mÀ VµÃ¶ªÀåm¸éfµÀ
F) ¶p°µÀvÀ ISµÀ±µÀVµÀ¶mé£ .

(1) Oɶ¢vA ‘C’ ¶¢À±¼±ÀµÀÀ ‘F’ (2) Oɶ¢vA ‘D ’ ¶¢À±¼±ÀµÀÀ ‘E’
(3) Oɶ¢vA ‘ C’ (4) Oɶ¢vA ‘F’

15. OºAl¼ ¢¸Oµï¶¢ÀÀvvÑ «¸¶¢Ã¶mï ¢¸Oµï¶¢ÀÀ¶mÀ SµÀ±¼åAVµAfº.
(1) Ené±µO¸v q¸¶¢ÀÀv¶mÀ LOÉ VÐd VµÃ»ª, D¶¥Û±µïqÒ±ÀµÃ¶¢ÀÀ
(2) pñi SµñAlû¸né OÍn , F SµñAlû¸v±ÀµÀAvÑ sûµlµñ¶p±µÀ«¸å±µÀ
(3) sûµ¶¢¶m q¸ñASµgAvÑ VÇdÀô Gm¸é±ÀÀ .
(4) F q¸±µÀÖvÑ J¶mÀSµÀvÀ ¶¢À±¼±ÀµÀÀ ¶pÁvÀvÀ Gm¸é±ÀÀ.

16. OºAl¼ ¢¸dºvÑ s¶¬À¶¢Vµ¶m ¶pl¸v¶mÀ SµÀ±¼åAVµAfº. ( ±ÇAfµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶p±¸ï±ÀµÃv¶mÀ SµÀ±¼åAVµAfº)

(C) ¶¢ÀÀ¶¢övÀ (D) H±µÀ
(E) ¶pAdvÀ (F) SÉlÇ(G) O¸vÀ¶¢vÀ

(1) Oɶ¢vA ‘ C ’, ‘ E ’ ¶¢À±¼±ÀµÀÀ ‘ G ‘ (2) Oɶ¢vA ‘ D ’ ¶¢À±¼±ÀµÀÀ ‘ F ’
(3) Oɶ¢vA ‘ D ’ ¶¢À±¼±ÀµÀÀ ‘ G ’ (4) Oɶ¢vA ‘ E ’ ¶¢À±¼±ÀµÀÀ ‘ G ’

0711 / Telugu Set-A 5 of 32 P.T.O.

Page 6

17. ‘ ¶¢ÀÀAlǶpÁýêfµÀ ’ ¶plµ¶¢ÀÀ¶mOµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶ªAlû¼ ¶plµ¶¢ÀÀv¶mÀ SµÀ±¼åAVµAfº.
(1) ¶¢ÀÀAlÇ + ¶pÁýêfµÀ (2) ¶¢ÀÀA + lǶpÁýêfµÀ
(3) ¶¢ÀÀAlµÀ + I¶pÁýêfµÀ (4) ¶¢ÀÀAlÇ+ I¶pÁýêfµÀ

18.
OºAl¼ ¢¸dºvÑ ¶¢±µå¶¢Ã¶mO¸v ¢¸O¸ïv¶mÀ SµÀ±µÀåAVµAfº.

(C) ¦¶¨ÀïvÀ sAfº È¢¶mÀOµ ¶mfºW È¢yµÀhµÀm¸é±µÀ.
(D) ¶¢À±µVÇAsÀ OºAlµ ¶pfºAl¼.
(E) SµÀ±µÀ¶¢Á ¦¶¨ÀïvhÐ ¶pñ±ÀµÃgA «¸S¼¶ªÀåm¸é±µÀ.
(F) ¶p±µ¶¢Ã¶mAlµ±ÀµÀïS¸±µÀ nlµñ ¶mÀAfº Ê¢ÀvÎÖm¸é±µÀ.

(1) Oɶ¢vA ‘ D ’ (2) Oɶ¢vA ‘ D ’ ¶¢À±¼±ÀµÀÀ ‘ F ’
(3) Oɶ¢vA ‘ E ’ ¶¢À±¼±ÀµÀÀ ‘ F ’ (4) Oɶ¢vA ‘ C ’ ¶¢À±¼±ÀµÀÀ ‘ E ’

19. Yhµ¶p±µVµAfº
1. ±¸¶¢À±¸YïA 1. ¶mY³ß hµhµÀê±µÀ¶¨ ¶ª¶¢Ã¶ª¶¢ÀÀ
2. Vбµsûµ±ÀµÀA 2. hµÅj±ÀµÀ hµhµÀê±µÀ¶¨ ¶ª¶¢Ã¶ª¶¢ÀÀ
3. O¸w¶mfµOµ 3. ¶¨¾¨á hµhµÀê±µÀ¶¨ ¶ª¶¢Ã¶ª¶¢ÀÀ
4. C¶ªhµï¶¢ÀÀ 4. ¶pAVµ¤À hµhµÀê±µÀ¶¨ ¶ª¶¢Ã¶ª¶¢ÀÀ

(1) 1 - 2, 2 - 1, 3 - 4, 4 - 3 (2) 1 - 4, 2 - 3, 3 - 1, 4 - 2
(3) 1 - 3, 2 - 2, 3 - 1, 4 - 2 (4) 1 - 3, 2 - 4, 3 - 2, 4 - 1

20. OºAl¼ ¢¸OµïAvÑ S¿hµS¿W¶m ¶plµ¶¢ÀÀ ±ÀÇÀÀOµÖ ¢¸O¸ïAS¸né SµÀ±¼åAVµAfº.
S¸Alû¿a sζ¢Àî¶mÀ l¿°µS¸ VµÃ¶ªÀåm¸é±µÀ.

(1) Oµ±µî (2) Oµ±µå

(3) Oºñ±ÀµÀ (4) ¤dºvÑ Jl¼ O¸lµÀ

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21. OºAl¼ ¶pl¸vvÑ ¶¢À¶®j¢¸VµOµ ¶pl¸v¶mÀ SµÀ±¼åAVµAfº.
(C) m¸¶mé
(D) C¶¢Àî
(E) ¶¢AhǶm
(F) ¾ªhµ
(G) VÇw
(1) Oɶ¢vA ‘ C ’ ¶¢À±¼±ÀµÀÀ ‘ E ’ (2) Oɶ¢vA ‘ C ’ , ‘ E ’ ¶¢À±¼±ÀµÀÀ ‘G’
(3) Oɶ¢vA ‘ E ’ (4) Oɶ¢vA ‘ D ’ , ‘ F ’ ¶¢À±¼±ÀµÀÀ ‘ G ’

22. OºAl¼ ¢¸OµïAvÑ Iné £±¸¶¢ÀW¶¬évÀ Gm¸é±ÀÀ?
IAlµÀOµAdÉ! Èm¶¬ÃñS¸±¼Oº »pvôvAdÉ V¸v¹ E¶¨àA.

(1) m¸vÀSµÀ (2) ¶¢ÀÃfµÀ
(3) ±ÇAfµÀ (4) LOµdº

23. OºAlµ E¶¢ösfº¶m ¢¸O¸ïvvÑ D¶¥Û±¸ï±µèOµ ¢¸O¸ïné SµÀ±¼åAVµAfº.

(1) CsÑì! IAhµ Èplµç Vɶp (2) ¤À D§±¸ölµA OжªA ¶¢V¸Û¶¢ÀAfº.

(3) nl¸¶mÊ¢À ¶pñlû¸¶mA. (4) ¶¢À¶mOµÀ GS¸l¼ I¶pÁýêfµÀ ¶¢¶ªÀåAl¼?

24. OºAl¼ ¢¸±¼vÑ ‘ GOµÀÖ ¶¢Àn»¨S¸ ’ S¸ Êp±ÍAl¼¶m ¶¢ïOºå I¶¢±µÀ?

(1) ¶ª±¸ç±³ ¶¢vôsû¹±ÀÀ ¶pdÉv³ (2) Y¶¢¶¬±³ v¹v³ Èm¶¬Àñ
(3) ¶¢À¶®h¸î S¸Al (4) qÏdºà §ñ±¸¶¢ÀÀvÀ

25. Ȫv³ rÒ´m ¶mÀ Oµ¶mÀSͶmé ¶¢ïOºå I¶¢±µÀ?

(1) Sµñ¶¬AsÇv³ (2) ¶¢Ã±¼à´m OµÃ¶p±³ (3) V¸±Éô´ª s¹sÉY³ (4) Ifº¶ª´m

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SECTION–II
MATHEMATICS

26. Find the length of side of a square, if the length of diagonal is 13cm.

(1) 12 cm (2) 6.5 2 cm (3) 13 2 cm (4) 13 cm.

27. 2.7% of 4560=? [choose two correct options]

(1) 12312 × 10–2 (2) 123.12
(3) 12.312 (4) 12312 × 10–3

28. A fruit seller purchased 50 dozen bananas at Rs. 40 per dozen and sold them
all at Rs. 52 per dozen. What was his profit percentage?

(1) 26% (2) 30% (3) 32% (4) 28%

29. A rope of length 420m is cut down at 6 places at same distance. Then what
is the length of each piece in cm?

(1) 7000 (2) 70 (3) 700 (4) 6000

30. Which of the following statement is not true? [choose two correct option]
(1) The diagonals of a rhombus bisect each other.
(2) The diagonals of a rhombus are perpendicular to each other.
(3) All angles of rhombus are congruent.
(4) The diagonals of a rhombus are congruent.

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SECTION- II

MATHEMATICS
26. LOµ VµhµÀ±µ¶ªñA ±ÀÇÀÀOµÖ Oµ±µäA qÏfµ¶¢Á 13 ȪA.¤À G¶méËdÇþôhÉ l¸n sûµÀYA ±ÀÇÀÀOµÖ qÏfµ¶¢Á IAhµ GAfµÀ¶mÀ ?

(1) 12 ȪA.¤À (2) 6.5 √2 ȪA.¤À

(3) 13√2 ȪA.¤À (4) 13 ȪA.¤À

27. 4560 OµÀ 2.7% = IAhµ ? (±ÇAfµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶p±¸ï±ÀµÃv¶mÀ SµÀ±¼åAVµAfº)

(1) 12312 × 10 - 2 (2) 123.12

(3) 12.312 (4) 12312 × 10 - 3

28. LOµ ¶pAfµÀô CÊ¢ÀfµÀ fµY¶mÀOµÀ ±µÀ.40 VͶpÁýê¶m 50 fµY¶mô m¸±¼AY ¶pAfµÀô OÍÈm¶mÀ. D È¢ÀÀhµåA m¸±¼AY
¶pAfµô¶mÀ D±ÀµÀ¶m fµY¶mÀOµÀ ±µÀ. 52 VͶpÁýê¶m C±ÀÀhÉ D±ÀµÀ¶mOµÀ ¶¢WÛ¶m v¹sûµ¥¹hµÈ¢ÀAhµ?

(1) 26 % (2) 30% (3) 32% (4) 28%

29. 420 ¤Àd±µô qÏfµËÈ¢¶m LOµ l¸±¸né 6 VÐdô ¶ª¶¢Ã¶m lµÃ±µAvÑ Oµiå±¼AW¶mdô±ÀÀhÉ LOµÖOµÖ ¶¢ÀÀOµÖ qÏfµ¶¢Á Iné
ȪAd½. ¤Àd±µÀô GAfµÀ¶mÀ?

(1) 7000 (2) 70 (3) 700 (4) 6000

30. OºAl¼ ¢¸dºvÑ ¶ª±¼O¸n£ J£? ( ±ÇAfµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶p±¸ï±ÀµÃv¶mÀ SµÀ±¼åAVµAfº)

(1) ±¸As´ª Oµ±¸ävÀ ¶p±µ¶ªê±µAS¸ ¶ª¶¢Àl¼öPAfµ¶mA VɶªÀOµÀAd¹±ÀÀ.

(2) ±¸As´ª Oµ±¸ävÀ ¶p±µ¶ªê±µAS¸ vAsAS¸ GAd¹±ÀÀ.

(3) ±¸As´ª Cné OÐg¸vÀ ¶ª±µö¶ª¶¢Ã¶mAS¸ GAd¹±ÀÀ.

(4) ±¸As´ª Oµ±¸ävÀ ¶ª±µö¶ª¶¢Ã¶mAS¸ GAd¹±ÀÀ.

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31. A side of cube is 12cm. Such three solid cubes are melted to form a cuboid.
If the base area of the cuboid is 144 sq.cm then what is the height of that
cuboid? [choose two correct option]

(1) 36cm (2) 0.36m
(3) 12cm (4) 0.12m

32. Which of the following statement is correct?

43
(1) The rational number is on the left side of zero, on the number line.
40

–17
(2) The rational number is on the left side of zero ,on the number line.
–19

27
(3) The rational number is on the right side of zero on the number line.
29

3
(4) The number –8 and are on the same side of zero, on the number line.
3 7

33. The number of boys in 8th standard in the school are less by 10 than twice
the number of girls. If the total number of students in the class is 71, then find
the number of boys?
(1) 44 (2) 61
(3) 54 (4) 64

34. Which polynomial should be added in 2x5 – 3x + 1 to get the polynomial
3x2 + 5x + 1?
(1) 2x5 + 8x (2) –2x5 – 8x – 3x2
(3) 2x5 – 8x (4) -2x5 + 8x + 3x2

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31.LOµ ¶T¶mA ±ÀÇÀÀOµÖ sûµÀYA 12 ȪA. ¤À GAl¼. Ev¹Adº vѶ¬¶pÁ ¶¢ÀÃfµÀ ¶T¶m¶¢ÀÀv¶mÀ Oµ±¼S¼AW LOµ l¿±µÙ¶T¶mA
hµ±ÀµÃ±µÀ VɱÀµÀsfºAl¼. D l¿±µÙ¶T¶mA ±ÀÇÀÀOµÖ hµv ËÈ¢¥¹vïA 144 Vµ.ȪA.¤À G¶médô±ÀÀhÉ l¿±µÙ¶T¶mA ±ÀÇÀÀOµÖ
IhµÀå IAhµ ? (±ÇAfµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶p±¸ï±ÀµÃv¶mÀ SµÀ±¼åAVµAfº)

(1) 36 ȪA.¤À (2) 0.36 ȪA.¤À

(3) 12 ȪA.¤À (4) 0.12 ȪA.¤À

32. OºAl¼ ¢¸dºvÑ ¶ª±¼Ë±ÀÇÀ¶ml¼ Jl¼?

(1) COµ±µg½±ÀµÀ ¶ªAPï, ¶ªAP¹ï ±ÉPËÈp ¶ªÀm¸éOµÀ Ifµ¶¢À ËÈ¢¶pÁ ¶¢VµÀÛ¶mÀ.

(2) COµ±µg½±ÀµÀ ¶ªAPï, ¶ªAP¹ï ±ÉPËÈp ¶ªÀm¸éOµÀ Ifµ¶¢À ËÈ¢¶pÁ ¶¢VµÀÛ¶mÀ.

(3) COµ±µg½±ÀµÀ ¶ªAPï, ¶ªAP¹ï ±ÉPËÈp ¶ªÀm¸éOµÀ OµÀfº ËÈ¢¶pÁ ¶¢VµÀÛ¶mÀ.ú

(4) ¶¢À±¼±ÀµÀÀ F ¶ªAPïvÀ ¶ªAP¹ï ±ÉPËÈp LOÉ ËÈ¢¶pÁ ¶¢VµÀÛ¶mÀ.

33.LOµ q¸eµ¥¹vvÑn 8 ¶¢ hµ±µSµivÑn Cs¹ì±ÀÀv ¶ªAPï C¶¢Ãî±ÀÀv ¶ªAPïOµÀ ±ÇAfµÀ±Çdô Oµ¶mé 10 hµOµÀÖ¶¢ ¶¢ÁAl¼.
D hµ±µSµivÑ È¢ÀÀhµåA £l¸ï±µÀèv ¶ªAPï 71 GAdÉ, Cs¹ì±ÀÀv ¶ªAPï IAhµ ?

(1) 44 (2) 61

(3) 54 (4) 64

34. s¶¬À¶pl¼vÑ J s¶¬À¶pl¼ Oµw»phÉ F s¶¬À¶pl¼ ¶¢VµÀÛ¶mÀ?

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35. Few chocolates are there in a bag. If these chocolates are distributed equally to
12 children then 8 chocolates remain and if equally distributed to 14 children
then 10 chocolates remain. Then how many chocolates are there in the bag?
(1) 30 (2) 28
(3) 80 (4) 84

36. If the length of one diagonal of rhombus having side 25 cm, is 14 cm then
what will be the length of other diagonal?
(1) 48 cm (2) 14 cm
(3) 25 cm (4) 31 cm

37. Balbir Singh purchased a machine 2 years ago for Rs.62500. If the value of
machine decreases by 8% per year, then what will be the value of the machine
today?
(1) Rs. 53,900 (2) Rs. 52,900
(3) Rs. 52,800 (4) Rs. 52,700

38. The measure of an inscribed angle of circle is 65°, then what will be the
measure of central formed by intercepted arc of that inscribed angle?
(1) 65° (2) 120°

1
(3) 130° (4) 32
2

39. One shopkeeper gives 8% discount on printed price of camera, if he sold the
camera for Rs. 4600 then what is the printed price of camera?
(1) Rs. 5000 (2) Rs. 4592
(3) Rs. 4608 (4) Rs. 4000

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35. LOµ ¶ªAWvÑ OÍné SСvÀ Gm¸é±ÀÀ. D SСv¶mÀ 12 ¶¢ÀAl¼ »pvôvOµÀ ¶ª¶¢Ã¶mAS¸ ¶pAW¶mdô±ÀÀhÉ 8 SСvÀ
£ÀSµÀvÀh¸±ÀÀ. 14 ¶¢ÀAl¼ »pvôvOµÀ ¶pñi LOµÖ±¼Oº ¶ª¶¢Ã¶mAS¸ ¶pAW¶mdô±ÀÀhÉ 10 SСvÀ £ÀSµÀvÀh¸±ÀÀ. C±ÀÀhÉ
D ¶ªAWvÑ hµOµÀÖ¶¢vÑ hµOµÀÖ¶¢ Iné SСvÀ GAd¹±ÀÀ?

(1) 30 (2) 28

(3) 80 (4) 84

36.25 ȪA. ¤À sûµÀYA Sµv ±¸As´ª ±ÀÇÀÀOµÖ LOµ Oµ±µäA qÏfµ¶¢Á 14 ȪA.¤À G¶médô±ÀÀhÉ ±ÇAfµ¶¢ Oµ±µäA ±ÀÇÀÀOµÖ
qÏfµ¶¢Á IAhµ GAfµÀ¶mÀ?

(1) 48 ȪA.¤À (2) 14 ȪA.¤À

(3) 25 ȪA.¤À (4) 31 ȪA.¤À

37.svu±³ »ªAS³ LOµ ±ÀµÀAhµñ¶¢ÀÀ¶mÀ 2 ¶ªA¶¢hµù±¸v OºñhµA 62500 ±µÃq¸±ÀµÀvOµÀ OÍÈm¶mÀ. ±ÀµÀAhµñ¶¢ÀÀ ±ÀÇÀÀOµÖ È¢v
¶pñi ¶ªA¶¢hµù±µA 8% hµS¼Ø¶mdô±ÀÀhÉ D ±ÀµÃhµñ¶¢ÀÀ ±ÀÇÀÀOµÖ È¢v ¶pñ¶ªÀåhµA IAhµ GAfµÀ¶mÀ?

(1) 53,900 ±µÀ (2) 52,900 ±µÀ

(3) 52,800 ±µÀ (4) 52,700 ±µÀ

38.¶¢ÅhµåAvÑn LOµ CAhµ±¼äQhµ OÐgA ±ÀÇÀÀOµÖ OÍvhµ 65° GAl¼ C±ÀÀhÉ ¢¸hµ l¸ö±¸ J±µêfº¶m CAhµ±³ PfºAhµ
V¸¶pA ±ÀÇÀÀOµÖ OÉAl¿ñ±ÀµÀ OÐgA OÍvhµ IAhµ?

(1) 65° (2) 120°

(3) 130° (4)

39. LOµ lµÀO¸gl¸±µÀfµÀ OÇÈ¢À±µ ±ÀÇÀÀOµÖ ¶¢ÀÀlµñg È¢vËÈp 8% hµS¼ØA¶pÁ EVµÀÛ¶mÀ. ChµfµÀ LOµ OÇÈ¢À±µ ¶mÀ 4600
±µÃq¸±ÀµÀvOµÀ C£Àî¶mdô±ÀÀhÉ D OÇÈ¢À±µ ±ÀÇÀÀOµÖ ¶¢ÀÀlµñg È¢v IAhµ?

(1) ±µÀ. 5000 (2) ±µÀ. 4592

(3) ±µÀ. 4608 (4) ±µÀ. 4000

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40. What is the cost of fencing the circular garden of radius 21 m with three rounds
of wire, if the wire cost Rs. 60 per m?
(1) Rs. 2,3760 (2) Rs. 23,740
(3) Rs. 22,760 (4) Rs. 22,740

41. The ratio of measure of complementary angle of one angle with its measure of
supplementary angle is 2 : 5, then what will be the ratio of that angle with its
supplementary angle?
(1) 1 : 10 (2) 1 : 5
(3) 3 : 10 (4) 1 : 15

42. If each side of the equilateral triangle is 22cm, then what is the area of that
triangle?
(1) 66 sq. cm (2) 121 sq. cm

(3) 120 3 sq. cm (4) 121 3 sq. cm

43. Arpita scored 20% marks less than Ajay, then how many % marks Ajay scored
more than Arpita?
(1) 25% (2) 20%
(3) 5% (4) 10%

44. 10.5 × 10.5 + 15 × 10.5 + 7.5 × 7.5 = ?
10.5 + 7.5

(1) 18 (2) 17
(3) 3 (4) 15

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40. LOµ ¶¢Åh¸åO¸±µ¶pÁ hÐd ±ÀÇÀÀOµÖ ¢¸ï«¸±µèA 21 ¤Àd±µÀô GAl¼. D hÐd VµÀdÀà 3 VµÀdô jSµSµv OµAVǶmÀ
Ê¢±ÀµÀÀdOµÀ ¶pñi ¤Àd±µÀ 60 ±µÃq¸±ÀµÀv ¶pñO¸±µAS¸ IAhµ P±µÀÛ ¶¢VµÀÛ¶mÀ ?

(1) 23,760 (2) 23,740

(3) 22,760 (4) 22,740

41.LOµ OÐgA ±ÀÇÀÀOµÖ ¶pÁ¹±µOµOÐgA OÍvhµ l¸n ¶ªA¶pÁ¹±µOµ OÐgA OÍvhµvÑ G¶mé n¶¨êiå 2 : 5 GAl¼ C±ÀÀhÉ D
OÐgA ±ÀÇÀÀOµÖ ¶ªA¶pÁ¹±µä OÐgAhÐ G¶mé n¶¨êiå IAhµ?

(1) 1 : 10 (2) 1 : 5

(3) 3 : 10 (4) 1 : 15

42. LOµ ¶ª¶¢Às¹¶¬ÀiñsûµÀYA ±ÀÇÀÀOµÖ ¶pñi sûµÀYA 22 ȪA.¤À G¶médô±ÀÀhÉ D iñsûµÀYA ±ÀÇÀÀOµÖ ËÈ¢¥¹vïA IAhµ?

(1) 66 Vµ.ȪA.¤À (2) 121 Vµ.ȪA.¤À

(3) 120√3 Vµ.ȪA.¤À (4) 121 √3 Vµ.ȪA.¤À

43. C±¼êhµOµÀ CY±À³À Oµm¸é 20% ¶¢Ã±µÀÖvÀ hµOµÀÖ¶¢ ¶¢WÛ¶m£. C±ÀÀhÉ CY±À³À OµÀ C±¼êh¸ Oµm¸é IAhµ ¥¹hµA
¶¢Ã±µÀÖvÀ IOµÀÖ¶¢ ¶¢VÇÛ¶mÀ?

(1) 25% (2) 20%

(3) 5% (4) 10%

44. IAhµ ?

(1) 18 (2) 17

(3) 3 (4) 15

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45. The difference of the sum of prime numbers and sum of composite numbers
in between 11 to 20 is completely divisible by which of the following numbers?
(A) 2 (B) 5 (C) 7 (D) 13

(1) A and B (2) B and C

(3) C and D (4) A and D

46. In fig. line AB || line CD and line PR is their transversal. If we draw angle
bisector of both pairs of alternative angle then  PQRS is formed, Name the
type of  PQRS.

A P B

S Q

C R D

(1) Right angle quadrilateral

(2) Kite

(3) Square

(4) Trapezium

47. The diameter of wheel of minibus is 0.7m, the find the distance covered by the
wheel in 5000 rotation.

(1) 14 km (2) 12 km

(3) 10 km (4) 11 km

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45. 11 ¶mÀAfº 20 ¶¢ÀlûµïvÑ Sµv ¶pñlû¸¶m ¶ªAPïv ±ÀÇÀÀOµÖ È¢ÀÀhµåA ¶¢À±¼±ÀµÀÀ ¶ªA±ÀµÀÀOµå ¶ªAPïv ±ÀÇÀÀOµÖ È¢ÀÀhµåA
¤dºvÑ hÉf¸¶mÀ OºAl¼ ¢¸dºvÑ J J ¶ªAPïvVÉ nÊ¥÷¶¨AS¸ sû¹S¼AVµsfµÀ¶mÀ?

C) 2 D) 5 E) 7 F) 13

(1) ‘ C’ ¶¢À±¼±ÀµÀÀ ‘D’ú (2) ‘D’ ¶¢À±¼±ÀµÀÀ ‘E’

(3) ‘E’ ¶¢À±¼±ÀµÀÀ ‘F’ (4) ‘C’ ¶¢À±¼±ÀµÀÀ ‘F’ú

46.ËÈp ¶pdAvÑ AB ±ÉP¹ || CD ±ÉP¹ ¶¢À±¼±ÀµÀÀ PR ±ÉP¹ i±µïSÉñPS¸ Gal. JO¸Ahµ±µ OÐg¸v ±ÀÇÀÀOµÖ ±ÇAfµÀ
Yhµv ¶¢ÀlûµïvÑ OÐg¸v ¶ª¶¢Àl¼öPAfµ¶m VÉ»ª¶mdô±ÀÀhÉ hµ±ÀµÃ±µSµÀ VµhµÀ±µÀíYA PQRS El¼ J ¶pñO¸±µAS¸
GAfµÀ¶mÀ.


(1) vAsOÐg VµhµÀ±µÀìYA

(2) S¸w ¶pdA

(3) VµhµÀ±µ¶ªñA

(4) dñ¾pZ±ÀµÀA

47. LOµ s¶ªÀù VµOµñA ±ÀÇÀÀOµÖ ¢¸ï¶ªA 0.7 ¤À GAl¼. D s¶ªÀù ±ÀÇÀÀOµÖ VµOµñA 5000 VµÀdÀô i±¼S¼hÉ IAhµ lµÃ±µA
¶pñ±ÀµÃgºAVµÀ¶mÀ?

(1) 14 Oº.¤À (2) 12 Oº.¤À

(3) 10 Oº.¤À (4) 11 Oº.¤À

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48. The measure of an angle is 140°, then which of the following statement is not
true?
(1) Can draw its complementary angle.
(2) Can draw its supplementary angle.
(3) Can draw its opposite angle.
(4) Can draw its linear pair angle.

–5
49. The co-ordinate of point P is on the number line. The distance between
9
point P and Q is 4 then which is the co-ordinate of point Q? [choose two correct
options]

5 4
(1) –4 (2) 3
9 9

5 1
(3) 4 (4) –
9 9

50. By melting of a solid cuboid of length 16cm, breadth 11cm, height 10cm, how
many solid coins of 0.2cm thick and 2cm diameter can be formed?

(1) 2200 (2) 2400
(3) 2600 (4) 2800

51. The curved surface area of cone is 188.4 sq. cm. The radius of its base is 6
cm, then what is the perpendicular height of the cone? (
= 3.14)

(1) 6 cm (2) 8 cm
(3) 10 cm (4) 31.4 cm

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48. LOµ OÐgA OÍvhµ 140° GAl¼. C±ÀÀhÉ OºAl¼ ¢¸dºvÑ Jl¼ ¶ª±¼Ë±ÀÇÀ¶ml¼ O¸lµÀ?

(1) l¸n ±ÀÇÀÀOµÖ ¶pÁ¹±µOµ OÐgA¶mÀ S¿±ÀµÀ ¶¢VµÀÛ¶mÀ.

(2) l¸n ±ÀÇÀÀOµÖ ¶ªA¶pÁ¹±µOµ OÐgA¶mÀ S¿±ÀµÀ ¶¢VµÀÛ¶mÀ.

(3) l¸n ±ÀÇÀÀOµÖ §±¸øtû¶¢ÀÀP OÐgA¶mÀ S¿±ÀµÀ ¶¢VµÀÛ¶mÀ.

(4) l¸n ±ÀÇÀÀOµÖ ±ÉR±ÀµÀ ±ÀµÀÀSµyµ OÐg¶¢ÀÀv¶mÀ S¿±ÀµÀ ¶¢VµÀÛ¶mÀ.

49. ¶ªAPï ±ÉPËÈp P tAlµÀ¶¢Á n±Éç¶¥OµAú GAl. P ¶¢À±¼±ÀµÀÀ Q tAlµÀ¶¢Áv ¶¢ÀlûµïvÑ lµÃ±µA 4 G¶médô±ÀÀhÉ Q
tAlµÀ¶¢Á n±Éç¶¥OµA IAhµ? (±ÇAfµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶p±¸ï±ÀµÃv¶mÀ SµÀ±¼åAVµAfº)

50. 16 ȪA.¤À qÏfµ¶¢Á, 11 ȪA.¤À È¢fµvÀê ¶¢À±¼±ÀµÀÀ 10 ȪA.¤À IhµÀå Ev¹Adº vѶ¬¶¢ÀÀhÐ nAfº¶m l¿±µÙ¶T¶mA
Oµ±¼S¼AW 0.2 ȪA.¤À ¶¢ÀAlµA ¶¢À±¼±ÀµÀÀ 2 ȪA.¤À ¢¸ï¶ªA Sµv m¸gǶ¢ÀÀv DO¸¶¢ÀÀv tyµõvÀ Iné hµ±ÀµÃ±µSµÀ¶mÀ?

(1) 2200 (2) 2400

(3) 2600 (4) 2800

51.LOµ ¶¥AOµÀ ±ÀÇÀÀOµÖ ¶¢Oµñhµv ËÈ¢¥¹vïA 188.4 Vµ.ȪA.¤À SµvlµÀ l¸n sûµÃhµv ¢¸ï«¸±µèA 6 ȪA.¤À G¶médô±ÀÀhÉ
l¸n IhµÀå IAhµ?

(1) 6 ȪA.¤À (2) 8 ȪA.¤À

(3) 10 ȪA.¤À (4) 31.4 ȪA.¤À

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52. –512x17  64x8 = ? [choose two correct options]

(1) 23x9 (2) –8x9

(3) –23x9 (4) 8x9

53. The average age of boys in the class is 15.5 years, while girls average age is
16.5 years. The average age of total students of the class is 16 years. If there
are 30 boys in class then find the number of girls in class.

(1) 15 (2) 16

(3) 30 (4) 60

54. The number 3 * 6 is completely divisible by 3 and the digit at place of
* is greater than 1 by the digit at place of , then find the digit at place of
* ?

(1) 1 (2) 2

(3) 6 (4) 9

55. What is the sum of additive inverse of (7a + 2b + c) and additive inverse of
(5a + 2b – 5c)?

(1) –4(3a + b – c)

(2) –4(3a – b – c)

(3) 4(3a – b – c)

(4) 4(3a + b – c)

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52. IAhµ ? (±ÇAfµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶p±¸ï±ÀµÃv¶mÀ SµÀ±¼åAVµAfº)

53.LOµ hµ±µSµi Sµl¼vÑn Cs¹ì±ÀÀv ¶ª±¸¶ª±¼ ¶¢±ÀµÀ¶ªÀ 15.5 ¶ªA¶¢hµù±¸vÀ GAfº C¶¢Ãî±ÀÀv ¶ª±¸¶ª±¼ ¶¢±ÀµÀ¶ªÀ
16.5 ¶ªA¶¢hµù±µ¶¢ÀÀvÀ SµvlµÀ. hµ±µSµivÑ 30 Cs¹ì±ÀÀvÀ GAfº CAlµ±¼ £l¸ï±µÀèv ¶¢±ÀµÀ¶ªÀv ¶ª±¸¶ª±¼ 16
¶ªA¶¢hµù±¸vÀ SµvlµÀ. C±ÀÀhÉ D hµ±µSµivÑ IAlµ±µÀ C¶¢Ãî±ÀÀ vÀ Sµv±µÀ?
(1) 15 (2) 16

(3) 30 (4) 60

54. ¶ªAPï¶mÀ 3 VÉ nÊ¥÷¶¨AS¸sû¹S¼A¶psfµÀ¶mÀ ¶¢À±¼±ÀµÀÀ * ±ÀÇÀÀOµÖ «¸æ¶mAvÑ CAOÇú OµAdÉ 1 VÉ ÈplµçS¸
G¶médô±ÀÀhÉ * «¸æ¶mAvÑ J CAOÇ ¶¢VµÀÛ¶mÀ?

(1) 1

(2) 2

(3) 6

(4) 9

55. ¶ªAOµv¶m £vѶ¢ÀÀ ¶ªAPï ¶¢À±¼±ÀµÀÀ ¤dº ¶ªAOµv¶m £vѶ¢À ¶ªAPïv È¢ÀÀhµåA
IAhµ?

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1.96 + 2.89 – 2.25
56. =?
0.00000256

(1) 10 3 (2) 10–2
(3) 10 1 (4) 10 2

57. Karan has same number of notes of Rs. 20 and Rs. 50. He has Rs. 4900 in
total, then find the total number of notes he has?

(1) 70 (2) 35
(3) 105 (4) 140

58. The area of a square is 5.29 sq. cm, then what is its perimeter?

(1) 8.2 cm (2) 9.2 sq.cm
(3) 2.3 cm (4) 9.2 cm

59. A cylindrical tank of base radius 21cm contains water. In that water, a metal
block of length 22cm, breadth 18 cm, height 7cm is dropped then what is
increase in the level of water in tank?

(1) 2 cm (2) 3 cm
(3) 3.5 cm (4) 2.5 cm

60. In a circle with centre 0, chord of a circle is 30cm long, its distance from the
center is 8cm. Find the radius of the circle?

(1) 17 cm (2) 15 cm
(3) 16 cm (4) 12 cm

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56.

(1) 103 (2) 10-2

(3) 101 (4) 102

57. Oµ±µg³ ¶¢lµç Iné 20 ±µÃq¸±ÀµÀv mÐdÀô Gm¸é±ÀÇà CÊmé 50 ±µÃq¸±ÀµÀv mÐdÀô Sµv¶¢Á. Chµn ¶¢lµç È¢ÀÀhµåA
4900 ±µÃq¸±ÀµÀvÀ Sµv¶¢Á. C±ÀÀhÉ Chµn ¶¢lµç G¶mé È¢ÀÀhµåA mÐdô ¶ªAPï IAhµ ?

(1) 70 (2) 35

(3) 105 (4) 140

58. LOµ VµhµÀ±µ¶ªñA ±ÀÇÀÀOµÖ ËÈ¢¥¹vïA 5.29 Vµ.ȪA.¤À GAl¼. C±ÀÀhÉ D VµhµÀ±µ¶ªñA ±ÀÇÀÀOµÖ VµÀdÀà OÍvhµ IAhµ?

(1) 8.2 Ȫ.¤À (2) 9.2 Vµ.ȪA.¤À

(3) 2.3 Ȫ.¤À (4) 9.2 Ȫ.¤À

59. LOµ ¶ªÃæq¸O¸±µ¶pÁ ¾pq¸ ±ÀÇÀÀOµÖ sûµÃhµv ¢¸ï«¸±µèA 21 ȪA.¤À Gal. ¢¸dºvÑ oyµÀõ Gm¸é±ÀÀ .D odºvÑ 22
ȪA.¤À qÏfµ¶¢Á, 18 ȪA.¤À È¢fµvÀê , 7 ȪA.¤À, IhµÀå Sµv vѶ¬¶pÁ ¶¢ÀÀOµÖ¶mÀ Ê¢»ª¶mdô±ÀÀhÉ ¾pq¸vÑn odº IhµÀå
IAhµ Èp±µÀSµÀ¶mÀ?

(1) 2 ȪA.¤À (2) 3 ȪA.¤À

(3) 3.5 ȪA.¤À (4) 2.5 ȪA.¤À

60. ‘O’ OÉAlµñËÈ¢À¶m ¶¢Åhµå¶¢ÀÀ ±ÀÇÀÀOµÖ 30 ȪA.¤À qÏfµ¶¢Á Sµv Y¹ï OÉAlµñ¶¢ÀÀ ¶mÀAfº 8 ȪA.¤À lµÃ±µAvÑ GAl¼.
C±ÀÀhÉ D ¶¢Åhµå¶¢ÀÀ ±ÀÇÀÀOµÖ ¢¸ï«¸±µèA IAhµ?

(1) 17 ȪA.¤À (2) 15 ȪA.¤À

(3) 16 ȪA.¤À (4) 12 ȪA.¤À

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61. A hall has length 28 meter and breadth 10.5 meter For flooring this hall, square
tiles are to be used of half meter side then how many tiles are required?

(1) 1180 (2) 1150

(3) 1176 (4) 1126

62. Add the polynomials 5x4 – 2x and 2x3 – 7. What is the degree of the sum of
these polynomials?

(1) 7 (2) 4

(3) 12 (4) 5

812 × 272
63. 3 5
= x 3 then x = ?
9 ×3

(1) 4 (2) 3

(3) 2 (4) 1

64. If the measures of two external angles of a triangle are 60° and 130° respectively,
then which type of triangle is it?

(1) Acute angled triangle

(2) Obtuse angled triangle

(3) Right angled triangle

(4) Equilateral triangle

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61.LOµ Sµl¼ ±ÀÇÀÀOµÖ qÏfµ¶¢Á 28 ¤Àd±µÀô ¶¢À±¼±ÀµÀÀ È¢fµvÀê 10.5 ¤Àd±µÀô SµvlµÀ. D Sµl¼vÑ Cné ËÈ¢¶pÁv
C±µè¤Àd±µÀ sûµÀY¶¢ÀÀ Sµv VµhµÀ±µ«¸ñO¸±µ¶pÁ ±¸yµÀõ ¶p±µVµ¶¢v»ª GAl¼, C±ÀÀhÉ Cv¹Adº ±¸yµÀõ Iné
¶pdÀàh¸±ÀÀ?

(1) 1180

(2) 1150

(3) 1176

(4) 1126

62. ¶¢À±¼±ÀµÀÀ F s¶¬À¶plµÀv È¢ÀÀhµåA ¶T¹hµA IAhµ ?

(1) 7 (2) 4

(3) 12 (4) 5

63. C±ÀÀhÉ £vÀ¶¢ IAhµ?

(1) 4 (2) 3

(3) 2 (4) 1

64. LOµ iñsûµÀYA ±ÀÇÀÀOµÖ ±ÇAfµÀ s¹¶¬ïOÐg¸vOÍvhµvÀ C¶mÀOµñ¶¢ÀAS¸ 60° ¶¢À±¼±ÀµÀÀ 130° Sµv¶¢Á. C±ÀÀhÉ D
iñsûµÀYA J ±µOµËÈ¢À¶ml¼?

(1) CvêOÐg iñsûµÀYA

(2) Clû¼Oµ OÐg iñsûµÀYA

(3) vAsOÐg iñsûµÀYA

(4) ¶¢Às¹¶¬À iñsûµÀYA

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65. Rohit made a profit of 6 percent when he sold a car which he bought for Rs.
5,00,000 How much total money did Rohit get after selling the car?

(1) Rs. 5,20,000

(2) Rs. 5,10,000

(3) Rs. 6,00,000

(4) Rs. 5,30,000

66. The length of perpendicular sides of a right angle triangle are 7cm and 24cm
respectively, then find the radius of it's circum circle.

(1) 12.5 cm (2) 25 cm

(3) 12 cm (4) 6.5 cm

67. There is decrease in sale of object by 10% due to increase in the cost of object
by 10%, then what is the profit percent or loss percent in this transaction?

(1) 1% loss (2) 2% profit

(3) 3% loss (4) 1.75% profit

68. Yogesh deposited Rs. 32000 in a bank for two years on simple interest, After
maturity he gets Rs. 38400, then what is the rate of interest?

(1) 12 p.c.p.a

(2) 15 p.c.p.a

(3) 18 p.c.p.a

(4) 10 p.c.p.a

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65. ±Ð»¬h³ 5 v°µv ±µÃq¸±ÀµÀvOµÀ j¶ªÀOµÀ¶mé ¢¸¶¬¶mA 6 ¥¹hµA v¹sûµAhÐ C£Àî¶mdô±ÀÀhÉ ±Ð»¬h³ OµÀ Iné
±µÃq¸±ÀµÀvÀ vtûAVµÀ¶mÀ?

(1) 5,20,000 ±µÀ.

(2) 5,10,000 ±µÀ.

(3) 6,00,000 ±µÀ.

(4) 5,30,000 ±µÀ.

66. LOµ vAsOÐg iñsûµÀYAvÑ vAsOÐgA J±µê±¼VÉ sûµÀY¹vÀ 7 ȪA.¤À ¶¢À±¼±ÀµÀÀ 24 ȪA.¤À G¶mé£. C±ÀÀhÉ D
iñsûµÀYA ±ÀÇÀÀOµÖ ¶p±¼¶¢ÅhµåA ¢¸ï«¸±µèA IAhµ?

(1) 12.5 ȪA.¤À (2) 25 ȪA.¤À

(3) 12 ȪA.¤À (4) 6.5 ȪA.¤À

67. LOµ ¶¢¶ªÀå¶¢Á lûµ±µ 10% Èp±¼S¼Al¼. CAlµÀ¶¢v¶m l¸n 10% hµS¼ØAl¼. C±ÀÀhÉ D ¶¢ï¶¢¶®±µAvÑ v¹sûµ¥¹hµA vÉl¸
¶m¶¨à ¥¹hµA IAhµ?

(1) 1% ¶m¶¨àA (2) 2% v¹sûµA

(3) 3% ¶m¶¨àA (4) 1.75% v¹sûµA

68. ±ÀÇÃSÉ´¨ LOµ s¹ïAOµÀvÑ 32000 ±µÀ. 2 ¶ªA¶¢hµù±¸v OͱµOµÀ s¹±µÀ¶¢f½âOº Y¶¢ÀVÉ¥¹fµÀ. O¸v¶p±¼£Ài l¸dº¶m
hµ±µÀ¢¸hµ ChµnOº 38400 ±µÀ. vtûAW¶mdô±ÀÀhÉ ¶¢f½â ±ÉdÀ IAhµ?

(1) ¶ªA.nOº ¶mÃdºOº 12 (2) ¶ªA.nOº ¶mÃdºOº 15

(3) ¶ªA.nOº ¶mÃdºOº 18 (4) ¶ªA.nOº ¶mÃdºOºê 10

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69. In the following frequency distribution, height of 20 students of a class is given.
From the given data find the mean.
Height(cm) 160 161 162 163
Number of boys 4 6 5 5
(1) 160 cm (2) 161.55 cm
(3) 162.5 cm (4) 161 cm

Question 70 and 71– The percentage production of crops jowar and wheat in four
villages is given in the following sub-divided bar graph. Observe the graph and
solve the following questions.
Scale
Y axis 1 cm = 20%
Y Jowar
Wheat
100
80
60
40
20

A B C D X
Villeges

70. The production of jowar in D village is more by how much than the village
B?
(1) 10% (2) 20%
(3) 60% (4) 80%

71. Find the ratio of wheat production of village A and village C.
(1) 6 : 5 (2) 5 : 4
(3) 3 : 2 (4) 2 : 3

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69. LOµ hµ±µSµivÑ 20 ¶¢ÀAl¼ £l¸ï±µÀèv IhµÀåv qÕ¶mB¶pÁ¶mï ¶pdºàOµ l¼SµÀ¶¢ o±ÀµÀsfºAl¼ l¸né sdºà IhµÀåv
¶¢Àlûµï¶¢À¶¢ÀÀ Oµ¶mÀSͶmÀ¶¢ÀÀ?

IhµÀå.ȪA.¤À 160 161 162 163
£l¸ï±µÀèv ¶ªAPï 4 6 5 5

(1) 160 ȪA.¤À (2) 161.55 ȪA.¤À
(3) 162.5 ȪA.¤À (4) 161 ȪA.¤À

70 ¶¢À±¼±ÀµÀÀ 71 OͱµOµÀ m¸vÀSµÀ S¸ñ¶¢ÀvÑn YζmévÀ ¶¢À±¼±ÀµÀÀ SÐlûµÀ¶¢ÀvÀ F lû¸m¸ïv ±ÀÇÀÀOµÖ Ghµêi ±ÀÇÀÀOµÖ
¥¹h¸né OºAl¼ Oµ¤Àî ±ÉP¹ WhµñA l¸ö±¸ VµÃ¶psfºm¸±ÀÀ. l¸nn ¶p±¼§wAW OºAl¼ ¶pñ¶¥évOµÀ Y¢¸sÀvÀ ¢¸ñ±ÀµÀAfº.



70. ‘D’ S¸ñ¶¢ÀAvÑn Yζmév Ghµêi ‘B’ S¸ñ¶¢ÀAvÑn Yζmév Ghµêi Oµm¸é IAhµ hµOµÀÖ¶¢ SµvlµÀ?

(1) 10% (2) 20% (3) 60% (4) 80%

71. A S¸ñ¶¢ÀvÑn SÐlûµÀ¶¢Àv Ghµêi ¶¢À±¼±ÀµÀÀ, C S¸ñ¶¢ÀAvÑn SÐlûµÀ¶¢Àv Ghµêi ¤dº n¶¨êi IAhµ?

(1) 6 : 5 (2) 5 : 4

(3) 3 : 2 (4) 2 : 3

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y2 2
72. Which term should be added to 100 x  from the following to make it
16
complete square? [choose two correct option]

(1) +5xy (2) –5xy

25 x 25
(3) (4) – xy
4y 4

73. If 18 labours take 15 days to complete one task, then how many days will
6 labours need to complete the same task?

(1) 3 days (2) 90 days

(3) 5 days (4) 45 days

74. From the following, select the factors of polynomial (2x – 3)3 + 125.

(1) 2 (x + 1) (4x2 – 22x + 49)

(2) (x + 1) (4x2 – 22x + 49)

(3) 2 (x – 1) (4x2 – 22x + 49)

(4) (x – 1) (4x2 – 22x + 49)

0.036 2.35 1
75. × × =?
0.6 0.05 6

(1) 0.547 (2) 5

(3) 0.47 (4) 5.47

SPACE
SPACE FOR
FOR ROUGH
ROUGH WORK
WORK

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72. F ±¸¦ ¶pÁ¹±¼å ¶¢±µØ¶¢ÀÀ CSµÀd OͱµOµÀ l¸nvÑ J ¶plµ¶¢ÀÀ Oµv¶p¶¢vǶmÀ ?
(±ÇAfµÀ ¶ª±¼Ë±ÀÇÀ¶m ¶p±¸ï±ÀµÃv¶mÀ SµÀ±¼åAVµAfº)

73. 18 OµÃxvOµÀ LOµ ¶pn VɱÀµÀÀdOµÀ 15 ±ÐYÂvÀ ¶pdÀà¶mÀ. C±ÀÀhÉ ClÉ ¶pnn 6 ¶¢ÀAl¼ OµÃxvÀ Iné ±ÐYÂvvÑ
¶pÁ¹±¼å VÉ«¸å±µÀ?

(1) 3 ±ÐYÂvÀ (2) 90 ±ÐYÂvÀ

(3) 5 ±ÐYÂvÀ (4) 45 ±ÐYÂvÀ

74. F s¶¬À¶plµ¶¢ÀÀ ±ÀÇÀÀOµÖ SµÀg C¶¢±ÀµÀ¶¢ÀÀvÀ OºAl¼ ¢¸dºvÑ Jl¼?

75. IAhµ ?

(1) 0.547 (2) 5

(3) 0.47 (4) 5.47

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0711 / Telugu Set-A 32 of 32

Document Details

Board / OrgMaharashtra Exams
ExamMSCE PUP PSS
TypeQuestion Paper
Pages32
Updated22 Jul 2026

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