MSCE Pune 8th Scholarship 2022 Question Paper Kannada Paper 1

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ÓÜÊÜá¿á : 11:00 Äí¨Ü 12:30 ÊÜÞ«ÜÂÊÜá & PܮܰvÜ
Joár WÜá|WÜÙÜá$ : 150 ±ÜÅ¥ÜÊÜá »ÝÐæ ÊÜáñÜᤠWÜ~ñÜ ±ÜâoWÜÙÜá : 32
±ÜÅÍæ° ±Ü£ÅPæ ¹wÓÜáÊÜâ¨ÜQRíñÜ ÊÜááíaæ PæÙÜX®Ü ÓÜãaÜ®æWÜÙÜá GaÜcÄPæÀáí¨Ü K©Ä.
(1) D ±ÜÅÍæ° ±Ü£ÅPæ¿áÈÉ GÃÜvÜá Ë»ÝWÜWÜÚÊæ. Ë»ÝWÜ I ÃÜÈÉ ±ÜÅ¥ÜÊÜá »ÝÐæ¿á 1Äí¨Ü 25 ±ÜÅÍæ°WÜÚÊæ ÊÜáñÜᤠ˻ÝWÜ II ÃÜÈÉ WÜ~ñÜ¨Ü 26 Äí¨Ü 75 ±ÜÅÍæ°WÜÚÊæ. ×àWæ
75 ±ÜÅÍæ°WÜÙÜá C¨Ü᪠GÆÉ ±ÜÅÍæ°WÜÙÜá ¹wÓÜáÊÜâ¨Üá AÊÜÍÜÂPÜÊÝX¨æ.
QR : 811A
Medium: KANNAD
(2) ±ÜÅ£Áãí¨Üá ±ÜÅÍæ°Wæ 2 WÜá|WÜÚÊæ. Paper Code: 811
Set Code: A
(3) ±ÜÅÍæ° ±Ü£ÅPæ ¹wÓÜÆá Joár 90 ¯ËáÐÜWÜÙÜ PÝÇÝÊܘ PæãvÜÇÝX¨æ.
(4) EñܤÃÜWÜÙÜ®Üá° ®æãí¨ÝÀáÓÜáÊÜ ÓÜÆáÊÝX ÓÜÌñÜíñÜÅ EñܤÃÜ ±Ü£ÅPæ PæãvÜÇÝX¨æ. ±ÜÅ£Áãí¨Üá ±ÜÅÍæ° PÜÅÊÜÞíPÜ¨Ü ÊÜááí¨æ ®ÝÆáR ±Ü¿Þì¿áËÃÜáÊÜ ÊÜñÜáìÙÜWÜÙÜ®Üá°
PæãvÜÇÝX¨æ. A¨ÜÃÜÈÉ ÁãàWÜ EñܤÃÜËÃÜáÊÜ ±Ü¿Þì¿á PÜÅÊÜÞíPÜËÃÜáÊÜ ÊÜñÜáìÙÜÊÜ®Üá° E¨ÝÖÜÃÜOæ¿áÈÉ ñæãàÄÔ¨Üíñæ ®æãí¨ÝÀáÔÄ. E¨Ý & ±ÜÅÍæ°
PÜÅÊÜÞíPÜ 6ÃÜ EñܤÃÜ 2 B¨ÜÃæ PæÙÜWæ ñæãàÄÔ¨Üíñæ ÊÜêñܤÊÜ®Üá° ±Üä|ìÊÝX ñÜáí¹Ä.
E¨Ý. ±ÜÅÍæ° PÜÅ. 6 - 1 1 3 4
(5) PæÙÜX®Üíñæ ®æãí¨ÝÀást EñܤÃÜWÜÙÜ ŸWæY ËaÝÃÜ ÊÜÞvÜÇÝWÜáÊÜ©ÆÉ.
1 2
 4
(6) WÜÄÐÜu 20% ±ÜÅÍæ°WÜÙÜá GÃÜvÜá ÓÜÄ¿Þ¨Ü ±Ü¿Þì¿áWÜÙÜ®Üá° Öæãí©Êæ. B GÃÜvÜá ±Ü¿Þì¿áWÜÙÜá ®æãí¨ÝÀáÓÜáÊÜâ¨Üá AÊÜÍÜÂPÜÊÝX¨æ, A¨ÜÃÜ ÓÜÆáÊÝX
B ±ÜÅÍæ°¿á hæãñæWæ ÁãàWÜÂÊÝ¨Ü GÃÜvÜá ±Ü¿Þì¿áWÜÙÜá BÁáR ÊÜÞwÄ GíŸ ÓÜãaÜ®æ PæãvÜÇÝX¨æ.
(7) ÁãàWÜÂÊÝ¨Ü GÃÜvÜá ±Ü¿Þì¿áWÜÙÜá BÁáR ÊÜÞwÄ ×àWæ ÓÜãaÜ®æ Pæãor ±ÜÅÍæ°¿á ÖæãÃÜñÝX EÚ¨Ü ±ÜÅÍæ°WÜÚWæ Jí¨ÜQRíñÜ ÖæaÜác ÊÜñÜáìÙÜWÜÙÜÈÉ
®æãí¨ÝÀást EñܤÃÜWÜÙÜá, £¨Ü᪱Üw ÊÜÞw ®æãí¨ÝÀást EñܤÃÜWÜÙÜá WÜÊÜá®ÜPæR ñæWæ¨ÜáPæãÙÜÛÇÝWÜáÊÜ©ÆÉ.
(8) JÊæá¾ ®æãí¨ÝÀást EñܤÃÜ Ÿ¨ÜÇÝÀáÓÜÆá ŸÃÜáÊÜâ©ÆÉ.
(9) ±Ü¿Þì¿á¨Ü EñܤÃÜ PÜÅÊÜÞíPÜWÜÙÜ®Üá° PܱÜâ³ A¥ÜÊÝ ¯àÈ ¸ÝÇ… ±æ¯°¯í¨Ü ®æãí¨ÝÀáÓܸæàPÜá. ±æ¯Õȯí¨Ü ®æãí¨ÝÀást EñܤÃÜWÜÙÜ ŸWæY ËaÝÃÜ
ÊÜÞvÜÇÝWÜáÊÜâ©ÆÉ.
(10) ±ÜÅÍæ° ±Ü£ÅPæ¿á ±ÜÅ£Áãí¨Üá ±Üâo¨Ü PæÙÜWæ ÊÜáñÜᤠPæã®æ¿á ±Üâo¨Ü ÊæáàÇæ PÜaÝc PæÆÓÜPÝRX TÝÈ ÓܧÙÜÊÜ®Üá° ¹vÜÇÝX¨æ AÈÉÁáà PÜaÝc PÝ¿áì ÊÜÞvܸæàPÜá.
(11) ±ÜÄàPæÒWæ ÊÜá¿Þì©ñÜ ÊæàÙæ CÃÜáÊÜâ¨ÜÄí¨Ü Jí¨Üá ±ÜÅÍæ°¿á EñܤÃÜ ¯ÊÜáWæ ŸÃÜ©¨ÜªÃæ, ÊÜááí©®Ü ±ÜÅÍæ° ¹wÔÄ. Pæã®æWæ ÊæàÙæ C¨ÜªÃæ EÚ¨ÜíñÜ ±ÜÅÍæ°WÜÙÜ ŸWæY
±Üâ®Ü@ ±ÜÅ¿áñÜ° ÊÜÞwÄ.
(12) ¿ÞÊÜâ¨æà ±ÜÅÍæ°¿áÈÉ ñܱÜâ³ / ¨æãàÐÜWÜڨܪÃæ A¨ÜÃÜ ŸWæY ±Ü¿áìÊæàPÜÒPÜ A¥ÜÊÝ ±ÜÄàPæÒ Pæàí¨ÜÅ ÓÜíaÝÆPÜÃÜ PÜvæ ËaÝÃÜOæ ÊÜÞvܸÝÃܨÜá.
(13) ±ÜÅÍæ°¿áÈÉ¿á ¿ÞÊÜâ¨æà ¨æãàÐÜ/ñܱÜâ³/ BPæÒà±ÜOæ ŸWæY ¯ÊÜá¾ ÈUñÜ ¯Êæà¨Ü®æ¿á®Üá° ÍÝÇæ¿áÊÜÃÜá A¥ÜÊÝ ±ÝÆPÜÃÜá WÜoÎPÜÒOݘPÝÄ A¥ÜÊÝ
ÎPÜÒOݘPÝÄ¿áÊÜÄWæ ÈUñÜ ÓÜÌÃÜã±Ü¨ÜÈÉ PÜÙÜá×Óܨæà ÓÜíŸí˜ñÜ ÍÝÇæ¿á ÇèX®…©í¨Ü B®…Çæç®… ®æãàí¨ÝÀáÓܸæàPÜá.
(14) MSCE Ê清Óæçp…®ÜÈÉ (ÊÜá«ÜÂíñÜÃÜ) Pæã®æ¿á EñܤÃÜ ÓÜãb ±ÜÅPÜqst 10 ©®ÜWÜÙÜÈÉ ¨æãàÐÜ/ñܱÜâ³/BPæÒà±ÜOæ/ÓÜÊÜáÓæÂWÜÙÜ®Üá°
B®…Çæç®…®ÜÈÉ ®æãí¨ÝÀáÓܸæàPÜá.
(15) ÊÜáá¨ÜÅ| ¨æãàÐÜ A¥ÜÊÝ A®Ü PÝÃÜ|WÜÚí¨Ü ±ÜÅÍæ° ñܱÜâ³ Gí¨Üá PÜívÜá Ÿí¨ÜÃæà ñÜgn ÓÜË᣿á A¼±ÝÅ¿áPæR A®ÜáÓÝÃÜÊÝX A¨Ü®Üá° ÃܨÜáªÊÜÞvÜÇÝWÜáÊÜâ¨Üá.
(16) ÊÜáãÆ PܮܰvÜ ÊÜÞ«ÜÂÊÜá¨Ü hæãñæWæ CíXÉàÐ… »ÝÐæ¿áÈÉ ±ÜÅÍæ° ±Ü£ÅPæ PæãvÜÇÝX¨æ, ÊÜáãÆ PܮܰvÜ ÊÜÞ«ÜÂÊÜá¨ÜÈÉ¿á ÓÜí©WÜœ ±ÜÅÍæ°¿á ŸWæY CíXÉàÐ… ±ÜÅÍæ°
®æãàwÄ.

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Ë»ÝWÜ - I
PܮܰvÜ

±ÜÅÍæ° 01 Äí¨Ü 03 ÓÜãaÜ®æ :
PæÙÜX®Ü WÜ«Ü»ÝWÜÊÜ®Üá° K©Ä ÊÜáñÜᤠA¨ÜÃÜ ÊæáàÇæ B«ÜÄst ±ÜÅÍæ°WÜÙÜ EñܤÃÜWÜÙÜ®Üá°
±Ü¿Þì¿á©í¨Ü BÁáR ÊÜÞwÄ.
ÖÜí±æ GíŸ ÍÜŸª QËWæ ¹¨ÝªPÜÒ| PܮܰwWÜ®Ü Êæáç ®ÜËàÃæÙÜáñܤ¨æ. ÖÜí±æ¿á C£ÖÝÓÜ
ÊÜá®ÜÊÜ®Üá° PܨÜvÜáñܤ¨æ. C¨Üá Jí¨Üá PÝƨÜÈÉ Ëg¿á®ÜWÜÃÜ ÓÝÊÜÞÅg嬆 ÃÝg«Ý¯¿ÞXñÜá¤
Ëg¿á®ÜWÜÃÜ¨Ü AÃÜÓÜÃÜá ñÜÊÜá¾ «æç¿áì ÊÜáñÜᤠÓÝÖÜÓÜWÜÚí¨Ü ÃÝgÂÊÜ®Üá° ËÓܤÄÔ, GÆÉ ±ÜÅhæWÜÙÜ
ÓÜáS ÓÜÊÜáê©œ ÍÝí£¿á BvÜÚñÜÊÜ®Üá° ¯àw¨ÜÃÜá. ÖÜí±æ¿á ÃÝg ¹à©WÜÙÜÈÉ ÊÜááñÜᤠÃÜñÜ°WÜÙÜá
ÃÝÎ ÖÝQ ÊÜÞÃÜƳvÜᣤ¨ÜªÊÜâ. Aí©®Ü B Êæç»ÜÊÜ¨Ü PÝÆ WÜ£Ô Öæãà¨ÜÃÜã ÓÜ×ñÜ ÖÜí±æ ÊÜÞñÜÅ
WÜñÜ C£ÖÝÓÜ¨Ü PÜáÃÜáÖÜáWÜÙÜ®Üá° ñÜ®æã°wÈ®ÜÈÉoárPæãívÜá I£ÖÝÔPÜ ÊÜáñÜᤠ±æÅàPÜÒ~à¿á ÓܧÙÜÊÝX
Cí©WÜã WÜÊÜì©í¨Ü ñÜÇæ G£¤ ¯í£¨æ.
01. ÖÜí±æ¿á C£ÖÝÓÜ H®Ü®Üá° PܨÜvÜáñܤ¨æ?
(1) Êæáç (2) ÊÜá®Ü
(3) Ëg¿á®ÜWÜÃÜ (4) «æç¿áì&ÓÝÖÜÓÜ

02. .............. C¨Üá ................ ÓÝÊÜÞÅg嬆 ÃÝg«Ý¯¿ÞXñÜá¤.
(1) Ëg¿á®ÜWÜÃÜ, ÖÜí±æ (2) ÖÜí±æ, PÜ®ÝìoPÜ
(3) ÖÜí±æ, Ëg¿á®ÜWÜÃÜ (4) ÖÜí±æ, PܮܰvÜ

03. "E¨ÜÃÜ' C¨ÜÃÜ ÓÜÊÜޮݥÜìPÜ ÍÜŸª ¿ÞÊÜâ¨Üá ±ÜÄaæfà¨Ü¨ÜÈÉ Ÿí©¨æ?
(1) «æç¿áì (2) ÓÝÊÜÞÅgÂ
(3) ÃÝg (4) JvÜÆá

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±ÜÅÍæ° 04 Äí¨Ü 06 ÓÜãaÜ®æ :
PæÙÜX®Ü PÜËñæ¿á®Üá° K©Ä. A¨ÜÃÜ PæÙÜWæ PæàÙÜÇÝXÃÜáÊÜ ±ÜÅÍæ°WÜÙÜ EñܤÃÜWÜÙÜ®Üá° ±Ü¿Þì¿áWÜÚí¨Ü
BÁáR ÊÜÞwÄ.
JŸº ÖÜávÜáX, bPÜRÙÜá
PÜíPÜáÙÜÈÉ ÖÜáÐÝÃÝX APÜRÃæí¨Ü
Jí¨Üá ÊÜáWÜáÊÜ®Üá° G£¤PæãívÜá
ÖÜávÜáWÝqPæWæ ŸÄWÝÆÈÉ, ÆíWÜ¨Ü ¯Ä bÊÜáá¾ñܤ
H¨ÜáÔÃÜá ¹vÜáñܤ
WÜávÜx ÖÜ£¤ ŸÃÜᣤ¨ÝªÙæ, ¹ÔÆá
®æãàvÜPæR ÆPÜÒ|ÊÝX¨ÝÙæ
ŸÄPÜ£¤®Ü ÊæáàÇæ ¹©ªÃæã gvæàÈ ÖÜã ÊÜáávÜᩨÝÙæ
ÊÜáÃÜ¨Ü ®æÃÜÙÜÈÉ PÜãñÜá ®æãàvÜᣤ¨Üª
WÝí˜Wæ PܯPÜÃÜ EQR PæÙÜXÚ¨Üá ÖæãàX
PæàÙÜáñݤÃæ:
""»ÝÃÜÊæà®ÜÊÜá¾?''
ÖÜávÜáX ®ÜwñÝ®Ü
Jí¨Üá PÜíPÜáÚí¨Ü C®æã°í¨ÜPæR APÜRÃæí¨Ü,
ÖÜáÐÝÃÝX, WæÆáÊÝX, ÊÜáWÜã®Ü° Ÿ¨ÜÇÝÀáÔ
ÖæàÙÜáñݤÙæ:
""CÊÜ®Üá ®Ü®Ü° ñÜÊÜá¾''

04. "²Åà£' D ÍÜŸª¨Ü ÓÜÊÜޮݥÜìPÜ ÍÜŸª ¿ÞÊÜâ¨Üá PÜËñæ¿áÈÉ Ÿí©¨æ?
(1) PܯPÜÃÜ (2) APÜRÃæ
(3) ÆPÜÒ| (4) ±æÅàÊÜá

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05. PÜËñæ¿á ±ÜÅPÝÃÜ ñܱݳXÃÜáÊÜ Ë«Ý®Ü ¿ÞÊÜâ¨Üá?
(1) ÖÜávÜáX ŸÄWÝÆ©í¨Ü C¨ÜªÙÜá
(2) ÖÜávÜáX gvæ¿áÈÉ ÖÜã ÊÜááw©¨ÜªÙÜá
(3) ÖÜávÜáX ÔàÃæ EqrÃÜáÊÜÙÜá
(4) ÖÜávÜáX PÜíPÜáÙÜÈÉ ÊÜáWÜáÊÜ®Üá° G£¤PæãíwÃÜáÊÜÙÜá
06. PÜËñæ¿áÈÉ ¿ÞÄWæ PܯPÜÃÜ ŸíñÜá?
(1) WÝí˜Wæ (2) ÖÜávÜáXWæ
(3) ÊÜáWÜáËWæ (4) ¿ÞÄWÜã CÆÉ
07. ÖÜÙæWܮܰvÜ ÍÜŸª¨Ü ÓÜí˜ ¹wst ÁãàWÜ ±Ü¿Þì¿á ¿ÞÊÜâ¨Üá?
(1) ÖÜÙæ¿á + PܮܰvÜ (2) ÖÜÙæ + WܮܰvÜ
(3) ÖÜÙæ + PܮܰvÜ (4) ÖÜÙæ¿á + WܮܰvÜ
08. PæÙÜX®Ü Ë«Ý®ÜWÜÙÜ®Üá° K©Ä. EñܤÃÜ¨Ü ÁãàWÜ ±Ü¿Þì¿á PÜÅÊÜÞíPÜÊÜ®Üá° BÁáR ÊÜÞwÄ.
(A) ¼àÊÜá®Üá ŸPÝÓÜáÃܮܮÜá° Pæãí¨Ü®Üá.
(Ÿ) ÃÝÊÜ|®Üá ÃÝÊÜá¯í¨Ü PæãÆÉƳor®Üá.
(1) "A' PÜÊÜáì~ ±ÜÅÁãàWÜ "Ÿ' PÜñÜìÄ ±ÜÅÁãàWÜ
(2) "A' ÊÜáñÜᤠ"Ÿ' GÃÜvÜá PÜñÜìÄ ±ÜÅÁãàWÜ
(3) "A' PÜñÜìÄ ±ÜÅÁãàWÜ "Ÿ' PÜÊÜáì~ ±ÜÅÁãàWÜ
(4) "A' ÊÜáñÜᤠ"Ÿ' GÃÜvÜá PÜÊÜáì~ ±ÜÅÁãàWÜ
09. PæÙÜX®ÜÊÜâWÜÙÜÈÉ WÜáí²Wæ ÓÜÄ Öæãí¨Ü¨Ü ±Ü¿Þì¿áÊÜ®Üá° BÁáR ÊÜÞwÄ. (¨æàÎ& A®Ü¨æàÎ
ÍÜŸªWÜÙÜá)
(1) ÃݣŠ(2) Fo
(3) ÊÜÞÊÜ (4) KvÜá

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10. "AÃÜÓÜ' C¨Ü®Üá° ŸÖÜáÊÜaÜ®Ü ÊÜÞvÜÆá ¿ÞÊÜ ±ÜÅñÜ¿á hæãàwÓܸæàPÝWÜáñܤ¨æ?
(1) Aí©ÃÜá (2) AÃÜá
(3) WÜÙÜá (4) ¿ÞÊÜâ¨Üã AÆÉ

11. "ÃÝÊÜá' D ®ÝÊÜá±Ü¨ÜPæR ©Ì£¿Þ ±ÜÅñÜ¿áÊÜ®Üá° ÓæàÄÔ¨ÝWÜ ñÜ¿ÞÃÝWÜáÊÜ ÍÜŸª ........
(1) ÃÝÊÜá®Ü®Üá° (2) ÃÝÊÜá¯Wæ
(3) ÃÝÊÜá®Üá (4) ÃÝÊÜá¯í¨Ü
12. PæÙÜX®Ü ¿ÞÊÜ ÍÜŸª¨Ü ÈíWÜ Ÿ¨ÜÈÓÜÆá "C£¤' ±ÜÅñÜ¿á hæãàwÓܸæàPÝWÜáÊܨÜá?
(ÁãàWÜÂËÃÜáÊÜ GÃÜvÜá ±Ü¿Þì¿áWÜÙÜ®Üá° BÁáR ÊÜÞwÄ)
(1) ÖÜãÊÝwWÜ (2) JPÜRÈWÜ
(3) AWÜÓÜ (4) PÜáí¸ÝÃÜ
13. BÖÝ aÜí¨ÜÅ®Ü ¸æÙÜ©íWÜÙÜá GÐæãrí¨Üá BÖÝɨÜPÜÃÜÊÝX¨æ. D ÊÝPܨÜÈÉ ¿ÞÊÜ ËÃÝÊÜá bÖæ°
AÊÜÍÜÂPÜÊÝX¨æ?
(1) AƳËÃÝÊÜá (2) E¨ÝYÃÜÊÝaÜPÜ
(3) ±ÜÅÍÝ°¥ÜìPÜ (4) ±Üä|ìËÃÝÊÜá
14. PæÙÜX®ÜÊÜâWÜÙÜÈÉ ¿ÞÊÜâ¨Üá »ÜãñÜPÝÆ¨Ü E¨ÝÖÜÃÜOæ¿ÞX¨æ?
(1) PÜáÔ¤WÜÙÜá hÝñæÅ¿á PÝƨÜÈÉ ËÍæàÐÜÊÝX ®Üvæ¿áᣤ¨ÜªÊÜâ.
(2) hÝñæÅ¿áÈÉ ËÍæàÐÜÊÝ¨Ü PÜáÔ¤WÜÙÜá ®Üvæ¿ááñܤÊæ.
(3) ËÍæàÐÜÊÝ¨Ü PÜáÔ¤WÜÙÜá hÝñæÅ¿á PÝƨÜÈÉ ®Üvæ¿áÈÊæ.
(4) ËÍæàÐÜÊÝ¨Ü PÜáÔ¤WÜÙÜá hÝñæÅ¿áÈÉ ®Üvæ¿áᣤÊæ.

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15. PܮܰvÜ ÊÜ|ìÊÜÞÇæ¿áÈÉ .............
(ÁãàWÜÂËÃÜáÊÜ GÃÜvÜá ±Ü¿Þì¿áWÜÙÜ®Üá° BÁáR ÊÜÞwÄ.)
(1) ÓÜÌÃÜWÜÙÜ ÓÜíTæÂXíñÜ ÊÜÂíg®ÜWÜÙÜ ÓÜíTæ ÖæaÜác C¨æ.
(2) ÊÜÂíg®ÜWÜÙÜ ÓÜíTæÂXíñÜ ÓÜÌÃÜWÜÙÜ ÓÜíTæ ÖæaÜác C¨æ.
(3) ÖÜêÓÜÌÓÜÌÃÜ ÊÜáñÜᤠ©àZì ÓÜÌÃÜWÜÙÜ ÓÜíTæ ÓÜÊÜá®ÝX¨æ.
(4) AƳ±ÝÅ| ÊÜáñÜᤠÊÜáÖݱÝÅ|WÜÙÜ ÓÜíTæ ÓÜÊÜá®ÝX¨æ.
16. PæÙÜX®ÜÊÜâWÜÙÜÈÉ ¿ÞÊÜâ¨Üá AíÎ ÓÜÊÜÞÓÜ¨Ü E¨ÝÖÜÃÜOæ¿ÞX¨æ?
(1) ÊÜáãX®Ü + ñÜá© = ñÜá©ÊÜáãWÜá
(2) PÜ|¡®Üá° + ñæÃæ = PÜOæªÃæ
(3) ÊÜáãÃÜá + ÊÜáw = ÊÜááÊÜá¾w
(4) Óܱܤ + MáÑ = ÓܱܤÑì
17. PÜËñæWÜÙÜ ¿ÞÊÜ ±ÜÅPÝÃÜPæR ÓÝÆáWÜÙÜ Ÿí«Ü®ÜËÆÉ?
(1) £Å±Ü© (2) PÜí¨Ü±Ü¨ÜÂ
(3) ÐÜo³© (4) ÃÜWÜÙæ
18. PæÙÜX®ÜÊÜâWÜÙÜÈÉ ÍÜá¨Üœ ÍÜŸª ±Ü¿Þì¿á©í¨Ü BÁáR ÊÜÞwÄ.
(1) ÓÜáÁãì¨Ü¿á (2) ÓÜãÁãì¨Ü¿á
(3) ÓÜãÁãìà¨Ü¿á (4) ÓÜáÁãìà¨Ü¿á
19. PæÙÜX®Ü ±Ü¿Þì¿áWÜÙÜÈÉ ÁãàWÜÂËÃÜáÊÜ GÃÜvÜá Ë«Ý®ÜWÜÙÜ®Üá° BÁáR ÊÜÞwÄ.
(1) hÝn®Ü²àsÜ ±ÜâÃÜÓÝRÃÜ¨Ü ËñÜÃÜOæ¿áá 1944 Äí¨Ü BÃÜí»ÜÊÝÀáñÜá.
(2) JÊæá¾ hÝn®² Ü àsÜ ±ÝÄñæãàÐÜPÊ
Ü ®Ü áÜ ° ÔÌàPÜÄst WÜÅí¥ÜPñÜ ì
Ü ¯Wæ ÊÜáñæãÊ
¤ áæ ¾ A¨Üá ¨æãÃÜPáÜ ÊÜ©ÆÉ.
(3) Aí£ÊÜá BÁáR¿áÈÉ Jí¨ÜQRíñÜ ÖæaÜác PÜê£WÜÙÜá ±ÝÄñæãàÐÜPÜPæR AÖÜìÊæí¨Üá ¯«ÜìÄÓÜƳorÃæ
Aí¥Ü ÓÜí¨Ü»Üì¨ÜÈÉ ÓÜÆÖÝ ÓÜËá£¿á ¯|ì¿áÊæà Aí£ÊÜá ¯|ì¿áÊÝXÃÜáñܤ¨æ.
(4) ¿ÞÊÜâ¨æà »ÝÐæ¿á WÜÅí¥ÜPæR JÊæá¾ ±ÝÄñæãàÐÜPÜ ¨æãÃæñÜ ÊæáàÇæ ÊÜááí©®Ü GÃÜvÜá
ÊÜÐÜìWÜÙÜ PÝÆ B »ÝÐæ¿á WÜÅí¥ÜPæR ±ÝÄñæãàÐÜPÜ PæãvÜáÊÜ©ÆÉ.

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20. PæÙÜX®ÜÊÜâWÜÙÜÈÉ ñܱݳXÃÜáÊÜ ËÃÜá¨Ýœ¥ÜìPÜ ÍÜŸªWÜÙÜ hæãàw PÜívÜá ×wÀáÄ.
(1) BÓÜQ¤ X A®ÝÓÜQ¤ (2) A®ÜáPÜãÆ X ±ÜÅ£PÜãÆ
(3) ÓÜíñæãàÐÜ X ¨Üá@S (4) CÃÜáÙÜá X ÃÝ£Å
21. ¹or ÓܧÙÜWÜÙÜ®Üá° PÜÅÊÜáÊÝX ÁãàWÜ ±Ü¿Þì¿á©í¨Ü ñÜáí¹Ä.
Fo ŸÆÉÊܯWæ .................. ÊÜÞñÜá ŸÆÉÊܯWæ ........................
(1) gWÜÙÜËÆÉ, ÃæãàWÜËÆÉ (2) ÃæãàWÜËÆÉ, gWÜÙÜËÆÉ
(3) gWÜÙÜËÆÉ, gWÜÙÜËÆÉ (4) ÃæãàWÜËÆÉ, ÃæãàWÜËÆÉ.
22. ±Üvæ®ÜáwWÜÙÜ®Üá° A»ÜÂÔÔ ÁãàWÜ ±Ü¿Þì¿á BÁáR ÊÜÞwÄ.
(A) PÜ|á¡ ñæÃæ = GaÜcÃÜÊÝWÜá
(A) PÜ|á¡ ÊÜááaÜác = ÊÜáÆXPæãÙÜáÛ
(1) "A' ÓÜÄ¿ÞX¨ææ "Ÿ' ñܱݳX¨æ. (2) "Ÿ' ÓÜÄ¿ÞX¨æ "A' ñܱݳX¨æ.
(3) "A' ÊÜáñÜᤠ"Ÿ' GÃÜvÜã ÓÜÄ¿ÞXÊæ. (4) "A' ÊÜáñÜᤠ"Ÿ' GÃÜvÜã ñܱݳXÊæ.
23. PæÙÜX®ÜÊÜâWÜÙÜÈÉ ¿ÞÊÜâ¨Üá ÃÜã±ÜPÝÆíPÝÃÜ¨Ü E¨ÝÖÜÃÜOæ¿ÞX¨æ?
(1) ÊÜáWÜá訆 ÊÜááSÊÜâ aÜí¨ÜÅ®Ü ÊÜááS¨Üíñæ ÊÜá®æãàÖÜÃÜÊÝX¨æ.
(2) ¯àaÜÄWæ ÊÜÞw¨Ü E±ÜPÝÃÜ ÖÝËWæ ÖÝÇæÃæ¨Üíñæ
(3) ÍÝÅÊÜ|¨Ü £íWÜÙÜÈÉ ¯ÓÜWÜìÊÜ®Üá° ®æãàvÜÆá ÊæãàvÜWÜÙÜá ÊÜááñÜᤠÖܯWÜÙÜ
bÊÜááQÓÜáñܤ Ÿí¨ÜÊÜâ.
(4) ˨ÝÌíÓÜ®Ý¨Ü BñÜ®Üá ÓÝPÝÒñ… ÓÜÃÜÓÜÌ£.
24. PæÙÜX®ÜÊÜâWÜÙÜÈÉ ¿ÞÊÜâ¨Üá ñÜñÜÕÊÜá (ÓÜíÓÜ¢ñÜ) ÍÜŸªË¨æ?
(1) ÊæãWÜ (2) ÓÜWÜY
(3) ÊÜÓÜíñÜ (4) ÓÜPÜRÃæ
25. ®ÝÊÜâ PÝÆPæR ÓÜÄ¿ÞX ÃæçÆá ¯Çݪ| ñÜÆá±Ü¸æàPÜá. C¨Üá ÊÝPÜ嬆 ¿ÞÊÜ ±ÜÅPÝÃÜ˨æ?
(1) ÓÜÃÜÙÜ ÊÝPÜ (2) ËáÍÜÅ ÊÝPÜÂ
(3) ÓÜí¿ááPܤ ÊÝPÜ (4) ¿ÞÊÜâ¨Üã AÆÉ.

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SECTION - II
MATHEMATICS

26. The ratio of supplementary angle and complementary angle of a given angle is
8:3. Then what will be the ratio of given angle with its supplementary angle?
(1) 4:1 (2) 1:3
(3) 1:4 (4) 1:2

27. What is the cost of fencing a circular garden of radius 28 m with five rounds
of wire, if the wire costs Rs. 50 per m?
(1) Rs. 45,000 (2) Rs. 46,000
(3) Rs. 44,000 (4) Rs. 50,000

2 3
28. c – 2x m = ? (Choose two correct options)
3y
–8x6 – 2 x6
(1) (2)
27y3 3 y3
– 8 x6 – 8 x6 y –3
(3) (4) 27
– 27 y3

29. The average of 10 numbers is 20. Out of which the average of first 6 numbers
is 15. The average of last 3 numbers is 16 then what will be the seventh
number?
(1) 72 (2) 62
(3) 52 (4) 60

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Ë»ÝWÜ & II
WÜ~ñÜ
26. Jí¨Üá Pæãà®Ü¨Ü ±ÜäÃÜPÜPæãà®Ü ÊÜáñÜᤠ±ÜıÜäÃÜPÜ Pæãà®Ü CÊÜâWÜÙÜ AÙÜñæWÜÙÜ WÜáOæãàñܤÃÜ 8:3C¨æ.
ÖÝWݨÜÃæ B Pæãà®Ü¨Ü A¨ÜÃÜ ±ÜäÃÜPÜPæãà®Ü¨æãí©Wæ CÃÜáÊÜ WÜáOæãàñܤÃÜÊæÐÜár?
(1) 4:1 (2) 1:3
(3) 1:4 (4) 1:2

27. Jí¨Üá ÊÜñÜáìÙÝPÝÃÜ ÖÜã¨æãào¨Ü £Åg 28ËáàoÃÜ C¨æ. B Öæã¨æãào¨Ü ÓÜáñܤÆã 5
±Ü¨ÜÄ®Ü ÓÜíÃÜPÜÒPÜ ñÜí£¿á ¸æàÈ ÖÝPÜáÊÜ©¨æ. ñÜí£¿á ¸æÇæ 50 ÃÜã ±ÜÅ£ ËáàoÃÜ C¨ÜªÃæ
Joár ¸æàÈ ÖÝPÜÆá GÐÜár SaÜáì ŸÃÜáÊܨÜá?
(1) 45,000 ÃÜã. (2) 46,000 ÃÜã.
(3) 44,000 ÃÜã. (4) 50,000 ÃÜã.

28. 2 3
c – 2x m = GÐÜár ? (GÃÜvÜá ÁãàWÜ ±Ü¿Þì¿áWÜÙÜ®Üá° BÁáR ÊÜÞwÄ.)
3y
–8x6 – 2 x6
(1) (2)
27y3 3 y3
– 8 x6 – 8 x6 y –3
(3) (4) 27
– 27 y3

29. 10 ÓÜíTæÂWÜÙÜ ÓÜÃÝÓÜÄ 20 C¨æ. AÊÜâWÜÙÜÈÉ¿á Êæã¨ÜÆ®æ¿á 6 ÓÜíTæÂWÜÙÜ ÓÜÃÝÓÜÄ 15 C¨æ.
Pæã®æ¿á 3 ÓÜíTæÂWÜÙÜ ÓÜÃÝÓÜÄ 16 C¨æ. ÖÝWݨÜÃæ HÙÜ®æ¿á PÜÅÊÜÞíPÜ¨Ü ÓÜíTæ ¿ÞÊÜâ¨Üá?
(1) 72 (2) 62
(3) 52 (4) 60

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30. What is the sum of additive inverse of (5a – 3b) and additive inverse of
(–6a + 2b)
(1) a + b (2) a – b
(3) –a + b (4) –a – b

31. Which of the following statement is wrong?
(A) If a number is divisible by 2 and 5 then it is also divisible by 10.
(B) The numbers divisible by 6 are also divisible by 2 and 3.
(C) The numbers divisible by 7 are odd.
(D) 1, 2, 3, 6 are common factors of all the numbers divisible by 6.
(1) A (2) B
(3) C (4) D

32. Which of the following statement is not true? (Choose two correct options)
(A) The opposite angles of a parallelogram are congruent.
(B) The adjacent sides of a parallelogram are congruent.
(C) The diagonals of a parallelogram are congruent.
(D) The diagonals of a parallelogram bisect each other.
(1) statement A (2) statement B
(3) statement C (4) statement D

33. The length of a cuboidal tank is one and half time its breadth and height is
twice the length. If volume of the tank is 4500 cubic metre then what is the
height of tank? (Choose two correct options)

(1) 10 m. (2) 3000 cm
(3) 30 m. (4) 1000 cm

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30. (5a – 3b) ¨Ü ¸æàÄàgáÊÜÂÓܤ ÓÜíTæ ÊÜáñÜᤠ(–6a + 2b) ¨Ü ¸æàÄàgáÊÜÂÓܤ ÓÜíTæ CÊÜâWÜÙÜ
¸æàÄàgá GÐÜár ?
(1) a + b (2) a – b
(3) –a + b (4) –a – b
31. PæÙÜX®ÜÊÜâWÜÙÜÈÉ AÁãàWÜÂ Ë«Ý®Ü ¿ÞÊÜâ¨Üá?
(A) ¿ÞÊÜâ¨æãí¨Üá ÓÜíTæÂWæ 2 ÊÜáñÜᤠ5 Äí¨Ü ¯ÍæàÐÜÊÝX »ÝWÜ ÖæãàWÜᣤ¨ÜªÃæ 10 Äí¨Ü
¯ÍæàÐÜÊÝX »ÝWÜ ÖæãàWÜáñܤ¨æ.
(Ÿ) 6 Äí¨Ü ¯ÍæàÐÜÊÝX »ÝWÜ ÖæãàWÜáÊÜ ÓÜíTæÂWæ 2 ÊÜáñÜᤠ3 Äí¨Ü ¯ÍæàÐÜÊÝX »ÝWÜ
ÖæãàWÜáñܤ¨æ.
(PÜ) 7 Äí¨Ü »ÝWÜ ÖæãàWÜáÊÜ GÆÉ ÓÜíTæÂWÜÙÜá ËÐÜÊÜá ÓÜíTæÂWÜÙÝXÃÜáñܤÊæ.
(vÜ) 6 Äí¨Ü ¯ÍæàÐÜ »ÝWÜ ÖæãàWÜáÊÜ ÓÜíTæÂWÜÚWæ 1,2,3,6 CÊÜâ ÓÝÊÜޮܠ˻ÝgPÜWÜÚÃÜáñܤÊæ.
(1) A (2) Ÿ
(3) PÜ (4) vÜ
32. PæÙÜX®ÜÊÜâWÜÙÜÈÉ AÓÜñÜ ˫ݮÜWÜÙÜá ¿ÞÊÜÊÜâ? (GÃÜvÜá ÁãàWÜ ±Ü¿Þì¿áWÜÙÜ®Üá° BÁáR
ÊÜÞwÄ.)
(A) ÓÜÊÜÞíñÜÃÜ »Üág aèPæãà®Ü¨Ü ÓÜíÊÜááS Pæãà®ÜWÜÙÜá HPÜÃÜã±Ü CÃÜáñܤÊæ.
(Ÿ) ÓÜÊÜÞíñÜÃÜ »Üág aèPæãà®Ü¨Ü Öæãí©¨Ü »ÜágWÜÙÜá HPÜÃÜã±Ü CÃÜáñܤÊæ.
(PÜ) ÓÜÊÜÞíñÜÃÜ »Üág aèPæãà®Ü¨Ü PÜ|ìWÜÙÜá HPÜÃÜã±Ü CÃÜáñܤÊæ.
(vÜ) ÓÜÊÜÞíñÜÃÜ »Üág aèPæãà®Ü¨Ü PÜ|ìWÜÙÜá ±ÜÃÜÓܳÃÜ ©Ì»ÝXÓÜáñܤÊæ.
(1) Ë«Ý®Ü "A' (2) Ë«Ý®Ü "Ÿ'
(3) Ë«Ý®Ü "PÜ' (4) Ë«Ý®Ü "vÜ'
33. Jí¨Üá CÑrPÝb£ BPÝÃÜ¨Ü ¯àÄ®Ü Öè©®Ü E¨ÜªÙÜñæ¿áá AWÜÆ¨Ü Jí¨ÜáÊÜÃæ ±Üoár C¨æ.
GñܤÃÜÊÜâ E¨ÜªÙÜñæ¿á GÃÜvÜá ±Üoár C¨æ. Öè©®Ü Joár Z®Ü¶ÜÆ 4500Z.Ëáà C¨ÜªÃæ Öè©®Ü
GñܤÃÜÊæÐÜár? (GÃÜvÜá ÁãàWÜ ±Ü¿Þì¿áWÜÙÜ®Üá° BÁáR ÊÜÞwÄ)
(1) 10 Ëáà. (2) 3000 Óæí.Ëáà
(3) 30 Ëáà. (4) 1000 Óæí.Ëáà

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34. If the diameter of a wheel of a tractor is 1.4 m. then how much distance is
covered by the wheel in 400 complete rotation.
(1) 1.66 km (2) 1.56 km
(3) 1.76 km (4) 1.86 km

35. In the adjoining fig. line l || line m || line n and line x and line y are their
transversals. If AB = 18 cm, BC = 30 cm, QR = 21 cm then PR = ?
x y
A P
l
B Q
m

C R
n

(1) 8.4 cm (2) 14.7 cm
(3) 12.6 cm (4) 33.6 cm

36. If a number is divided by 18 then the remainder is 1, if it is divided by 24
then the remainder is 7 and if it is divided by 36 then the remainder is 19.
What is the smallest such type of number?
(1) 91 (2) 71
(3) 79 (4) 55

37. Which polynomial should be substracted from the polynomial 7x2 – 2x + 4 to
get the polynomial 10x2 + 5?
(1) 3x2 + 2x + 1 (2) –3x2 – 2x – 1
(3) 3x2 – 2x + 1 (4) –3x2 + 2x – 1

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34. Jí¨Üá pÝÅPÜrÃÜ¨Ü aÜPÜÅ¨Ü ÊÝÂÓÜÊÜâ 1.4 Ëáà C¨æ. B aÜPÜÅÊÜâ 400 ÓÜáñÜᤠ±Üä|ì ÊÜÞw¨ÜÃæ
pÝÅPÜrÃÜ GÐÜár AíñÜÃÜ aÜÈÓÜáñܤ¨æ?
(1) 1.66 Q.Ëáà (2) 1.56 Q.Ëáà
(3) 1.76 Q.Ëáà (4) 1.86 Q.Ëáà

35. Ÿ©¿á BPÜꣿáÈÉ ÃæàÐæ l || ÃæàÐæ m || ÃæàÐæ n ÊÜáñÜᤠÃæàÐæ x ÊÜáñÜᤠÃæàÐæ y CÊÜâ
dæà©PæWÜÚÊæ. Jí¨Üá ÊæàÙæ AB = 18 Óæí.Ëáà, BC = 30 Óæí.Ëáà, QR = 21 Óæí.Ëáà
C¨ÜªÃæ PR = ?
x y
A P
l
B Q
m

C R
n

(1) 8.4 Óæí.Ëáà (2) 14.7 Óæí.Ëáà
(3) 12.6 Óæí.Ëáà (4) 33.6 Óæí.Ëáà

36. Jí¨Üá ÓÜíTæÂWæ 18 Äí¨Ü »ÝXÔ¨ÝWÜ ÍæàÐÜ 1 EÚ¿ááñܤ¨æ. 24 Äí¨Ü »ÝXÔ¨ÝWÜ ÍæàÐÜ
7 EÚ¿ááñܤ¨æ ÊÜáñÜᤠ36 Äí¨Ü »ÝXÔ¨ÝWÜ ÍæàÐÜ 19 EÚ¿ááñܤ¨æ ÖÝWݨÜÃæ CíñÜÖÜ bPÜR
ÓÜíTæ ¿ÞÊÜâ¨Üá?
(1) 91 (2) 71
(3) 79 (4) 55
37. 7x2 – 2x + 4 D ŸÖÜá±Ü©Àáí¨Ü ¿ÞÊÜ ŸÖÜá±Ü© ÊÜhݸÝQ ÊÜÞvÜÇÝX 10x2 + 5
D ŸÖÜá±Ü© ¨æãÃæ¿ááÊܨÜá?
(1) 3x2 + 2x + 1 (2) –3x2 – 2x – 1
(3) 3x2 – 2x + 1 (4) –3x2 + 2x – 1

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38. 1.96 - 2.25 + 2.89
= ?
0.000256
(1) 102 (2) 103
(3) 10–2 (4) 10–3

39. Pradnya has exactly same number of Rs. 2 coins and Rs. 5 coins. She has a
total amount of Rs. 196 then how many coins of Rs. 5 she has?
(1) 28 (2) 56
(3) 35 (4) 14

40. Two angles of measure 40º and 140º with different vertex are drawn then which
of the following statement is true?
(1) The given angles are supplementary angles.
(2) The given angles are linear pair of angles.
(3) The given angles are vertically opposite angles.
(4) The given angles are adjacent angles.

41. –3
The co-ordinate of point P on a number line is 7 . The distance between
point P and point Q is 2 units then what will be the co-ordinate of point Q?
(Choose two correct options)
–17 11
(1) 7 (2) 7
–1 –5
(3) 7 (4) 7

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38. 1.96 - 2.25 + 2.89
= GÐÜár ?
0.000256
(1) 102 (2) 103
(3) 10–2 (4) 10–3

39. ±ÜÅhÝnÙÜ ÖÜ£¤ÃÜ GÐÜár 2 ÃÜã±ÝÀá¿á ®Ý|ÂWÜÚÊæÁãà AÐærà 5 ÃÜã±ÝÀá¿á ®Ý|ÂWÜÚÊæ.
AÊÜÙÜ ÖÜ£¤ÃÜ Joár 196 ÃÜã±ÝÀáWÜÚÊæ. ÖÝWݨÜÃæ AÊÜÙÜ ÖÜ£¤ÃÜ CÃÜáÊÜ 5 ÃÜã±ÝÀá¿á
®Ý|ÂWÜÙÜ ÓÜíTæ GÐÜár?
(1) 28 (2) 56
(3) 35 (4) 14

40. 40º ÊÜáñÜᤠ140º AÙÜñæ¿á Jí¨æà ÎÃæãà¹í¨Üá CÆÉ¨Ü GÃÜvÜá Pæãà®Ü ÃÜbÓÜÇÝÀáñÜá. C¨ÜÃÜ
ÊæáàÈí¨Ü ÁãàWÜÂ Ë«Ý®Ü BÁáR ÊÜÞwÄ.
(1) B Pæãà®ÜWÜÙÜá ±ÜäÃÜPÜ Pæãà®ÜWÜÚÊæ.
(2) B Pæãà®ÜWÜÙÜá HPÜÃæàÑ¿á hæãàwPæãà®ÜWÜÚÊæ.
(3) B Pæãà®ÜWÜÙÜá ËÃÜá¨ÜœPæãà®ÜWÜÙÝXÊæ.
(4) B Pæãà®ÜWÜÙÜá ÓÜíÆWÜ° Pæãà®ÜWÜÙÝXÊæ.

41. ÓÜíTÝ ÃæàÐæ¿á ÊæáàÇæ "P' ¹í¨Üá訆 ¯¨æìàÍÝíPÜ –73 C¨Üáª, P ÊÜáñÜᤠQ D
¹í¨ÜáWÜÙÜÈÉ¿á AíñÜÃÜ 2 HPÜPÜ C¨ÜªÃæ Q ¹í¨Üá訆 ¯¨æìàÍÜPÜ GÐÜár ? (GÃÜvÜá ÁãàWÜÂ
±Ü¿Þì¿áWÜÙÜ®Üá° BÁáR ÊÜÞwÄ.)
–17 11
(1) 7 (2) 7
–1 –5
(3) 7 (4) 7

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42. The radius of a circle with centre 'O' is 10 cm. The length of a chord is
16 cm. Find the distance of the chord from the centre of the circle.
(1) 6 cm (2) 5 cm
(3) 8 cm (4) 26 cm

43. A hall has length 30 meter and breadth 9.5 m. For flooring this hall, the square
tiles are to be used of half meter side then how many tiles should be required?
(1) 1240 (2) 1140
(3) 1340 (4) 1150

44. Ajay scored 25% marks less than Balbir. Then Balbir scored how much
percentage of marks more than Ajay?
1
(1) 10 (2) 11 9
1
(3) 25 (4) 33 3

45. The sides forming right angle of a right angled triangle are 8 cm and 15 cm
then what is radius of circumcircle of that triangle?
(1) 8.5 cm (2) 9.5 cm
(3) 13 cm (4) 17 cm

46. If the side of an equilateral triangle is 18 cm then what is its area?
(1) 81 sq.cm. (2) 80 3 sq.cm.
(3) 82 3 sq.cm. (4) 81 3 sq.cm.

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42. 'O' Pæàí¨ÜŹí¨ÜáËÃÜáÊÜ ÊÜñÜáìÙÜ¨Ü £Åg 10 Óæí.Ëáà. C¨æ. B ÊÜñÜáìÙܨÜÈÉ¿á 16 Óæí.
Ëáà E¨ÜªÙÜñæÀáÃÜáÊÜ "hÝÂ' ÊÜâ Pæàí¨ÜÅ©í¨Ü GÐÜár AíñÜÃÜ¨Ü ÊæáàÈÃÜáñܤ¨æ?
(1) 6 Óæí.Ëáà (2) 5 Óæí.Ëáà
(3) 8 Óæí.Ëáà (4) 26 Óæí.Ëáà

43. Jí¨Üá ÓÜ»ÝWÜêÖÜ¨Ü E¨Üª 30 ËáàoÃÜ ÊÜáñÜᤠAWÜÆ 9.5 ËáàoÃÜ C¨æ. B ±Üä|ì ÓÜ»ÝWÜêÖÜPæR
A«Üì ËáàoÃÜ »ÜágËÃÜáÊÜ aèÃÜÓÝPÜê£ ÖÝÓÜáWÜÆáÉ ÖÝPܸæàPÝX¨æ. ÖÝWݨÜÃæ ÓÜ»ÝWÜêÖÜPæR
Joár GÐÜár ÖÝÓÜáWÜÆáÉWÜÙÜá ¸æàPÝWÜáÊÜÊÜâ?
(1) 1240 (2) 1140
(3) 1340 (4) 1150

44. Ag¿á¯Wæ ŸÆ¹àÃܯXíñÜ 25% WÜá| PÜwÊæá ¨æãÃæñÜÊÜâ. ÖÝWݨÜÃæ ŸÆ¹àÃܯWæ
Ag¿á¯XíñÜ GÐÜár ±ÜÅ£ÍÜñÜ ÖæaÜác WÜá| ¨æãÃæñÜÊÜâ?
1
(1) 10 (2) 11 9
1
(3) 25 (4) 33 3

45. Jí¨Üá PÝoPæãà®Ü £ÅPæãà®Ü¨Ü PÝoPæãà®ÜÊÜ®Üá° Eíoá ÊÜÞvÜáÊÜ»ÜágWÜÙÜá 8 Óæí.Ëáà. ÊÜáñÜá¤
15 Óæí.Ëáà CÊæ ÖÝWݨÜÃæ B £ÅPæãà®Ü¨Ü ±ÜÄÊÜñÜáìÙÜ¨Ü £Åg GÐÜár ?
(1) 8.5 Óæí.Ëáà. (2) 9.5 Óæí.Ëáà.
(3) 13 Óæí.Ëáà. (4) 17 Óæí.Ëáà.

46. ÓÜÊÜá»Üág £ÅPæãà®Ü¨Ü Jí¨Üá »Üág 18 Óæí.Ëáà. C¨ÜªÃæ A¨ÜÃÜ PæÒàñÜŶÜÆÊæÐÜár?
(1) 81 aè.Óæí.Ëáà. (2) aè.Óæí.Ëáà.
80 3
(3) 82 3 aè.Óæí.Ëáà. (4) 81 3 aè.Óæí.Ëáà.

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47. The rate of tickets of a bus are increased by 20%. After six months, the rate
of tickets again increased by 10% then what is the percentage increase in the
original rate of tickets.
(1) 30% (2) 32%
(3) 25% (4) 35%
48. A merchant purchased 25 dozen oranges at the rate of Rs. 25 per dozen. He
sold all oranges at the rate of Rs. 32 per dozen. Then how much percentage
of profit did he get?
(1) 25 (2) 32
(3) 28 (4) 7
49. A rope of length 216 m. is cut at five places at same distance then what is
the length of each piece in cm?
(1) 360 cm (2) 3600 cm
(3) 36 cm (4) 36000 cm

50. 64
Which of the following term should be added so that the expression 49 x 2 + 2
y
will be a perfect square? (Choose two correct options)
112x –112x
(1) y (2) y
56x
(3) –36xy (4) y

6.28 × 3.14 ' ^3.14h
2
51. = ?
9.42 12.56
3
(1) 8 (2) 0.6
8
(3) 1.3 (4) 3

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47. ŸÔÕ®Ü qPæào ¨ÜÃܨÜÈÉ 20% ÖæaÝcÀáñÜá. BÃÜá £íWÜÙÜ ®ÜíñÜÃÜ ÊÜáñæ¤ 10% ÖæaÝcÀáñÜá.
ÖÝWݨÜÃæ ÊÜáãÆ qPæào ¨ÜÃܨÜÈÉ GÐÜár ÖæaÝcÀáñÜá?
(1) 30% (2) 32%
(3) 25% (4) 35%

48. JŸº ÊݱÝÄ¿áá 25 ÃÜã. vÜÃÜká®… ¨ÜÃܨÜíñæ 25 vÜÃÜká®… ¸ÝÙæÖÜ|á¡WÜÙÜ®Üá° PæãívÜ®Üá. B
GÆÉ ¸ÝÙæÖÜ|á¡WÜÙÜ®Üá° AÊÜ®Üá 32 ÃÜã. vÜÃÜká®… ¨ÜÃÜ©í¨Ü ÊÜÞĨÜÃæ AÊܯWæ GÐÜár ±ÜÅ£ÍÜñÜ
ÇÝ»ÜÊÝWÜáÊܨÜá?
(1) 25 (2) 32 (3) 28 (4) 7

49. 216 ËáàoÃÜ E¨ÜªÙÜñæ¿á ÖÜWÜYÊÜ®Üá° ÓÜÊÜÞ®Ü AíñÜÃÜ¨Ü ÊæáàÇæ 5 ÓܧÙÜWÜÙÜÈÉ PÜñܤÄÔ¨ÜÃæ
±ÜÅ£Áãí¨Üá ñÜáíw®Ü E¨ÜªÙÜñæ GÐÜár Óæí.Ëáà. CÃÜáÊܨÜá?
(1) 360 Óæí.Ëáà. (2) 3600 Óæí.Ëáà.
(3) 36 Óæí.Ëáà. (4) 36000 Óæí.Ëáà.

50. 64
49 x 2 + D ÃÝοáá ±Üä|ì ÊÜWÜì BWÜáÊÜ ÓÜÆáÊÝX A¨ÜÃÜÈÉ ¿ÞÊÜ ±Ü¨ÜÊÜ®Üá°
y2
PÜãwÓܸæàPÝWÜáÊܨÜá. (GÃÜvÜá ÁãàWÜ ±Ü¿Þì¿áWÜÙÜ®Üá° BÁáR ÊÜÞwÄ)
112x –112x
(1) y (2) y
56x
(3) –36xy (4) y
51. 6.28 × 3.14 ' ^3.14h
2
= GÐÜár ?
9.42 12.56
3
(1) 8 (2) 0.6
8
(3) 1.3 (4) 3

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52. The number of girls of 8th standard A division in a school at Beed is 5 more
than half the number of boys. If total number of students in that division is
65 then how many girls are there in that division?

(1) 20 (2) 30
(3) 25 (4) 40

53. Which of the following statement is correct?
5 3
(A) The number + 13 is to the right side of the number 11 on the number
line.
7
(B) The number 13 is to the left of zero.
4 2
(C) The numbers – 13 and 13 are to the left of zero on the number line.
5 3
(D) The number – 13 is to right of the number 13 on the number line.

(1) statement A (2) statement B
(3) statement C (4) statement D

54. 7.5 × 7.5 – 7 × 7.5 + 3.5 × 3.5
= ?
7.5 – 3.5
(1) 3 (2) 4
(3) 5 (4) 2

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52. ¹àvÜ ®ÜWÜÃÜ¨Ü Jí¨Üá ÍÝÇæ¿áÈÉ¿á 8®æà ÊÜWÜì¨Ü A Ë»ÝWÜ¨Ü ÖÜávÜáX¿áÃÜ ÓÜíTæ ÖÜávÜáWÜÃÜ
ÓÜíTæ¿á A«ÜìQRíñÜ 5 Äí¨Ü ÖæbcWæ C¨æ. B Ë»ÝWÜ¨Ü Joár ˨ݦìWÜÙÜ ÓÜíTæ 65 C¨ÜªÃæ
ÖÜávÜáX¿áÃÜ ÓÜíTæ GÐÜár?
(1) 20 (2) 30
(3) 25 (4) 40

53. PæÙÜX®ÜÊÜâWÜÙÜÈÉ¿á ÁãàWÜ ±Ü¿Þì¿á BÁáR ÊÜÞwÄ.
5 3
( A) ÓÜíTÝÂÃæàÐæ¿á ÊæáàÇæ + 13 D ÓÜíTæ¿áá 11 D ÓÜíTæÂ¿á ŸÆŸ©Wæ CÃÜáñܤ¨æ.
7
(Ÿ) ÓÜíTÝÂÃæàÐæ¿á ÊæáàÇæ 13 D ÓÜíTæ¿áá ÍÜã®Ü嬆 GvÜŸ©Wæ CÃÜáñܤ¨æ.
4 2
(PÜ) ÓÜíTÝÂÃæàÐæ¿á ÊæáàÇæ – 13 ÊÜáñÜᤠ13 D ÓÜíTæÂWÜÙÜá ÍÜã®Ü嬆 GvÜŸ©Wæ CÃÜáñܤÊæ.
5 3
(vÜ) ÓÜíTÝÂÃæàÐæ¿á ÊæáàÇæ – 13 D ÓÜíTæ 13 ¨Ü ŸÆŸ©Wæ CÃÜáñܤ¨æ.
(1) Ë«Ý®Ü "A' (2) Ë«Ý®Ü "Ÿ'
(3) Ë«Ý®Ü "PÜ' (4) Ë«Ý®Ü "vÜ'

54. 7.5 × 7.5 – 7 × 7.5 + 3.5 × 3.5
= GÐÜár ?
7.5 – 3.5
(1) 3 (2) 4
(3) 5 (4) 2

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55. The difference between sum of three consecutive prime numbers before 50 and
after 50 is completely divisible by which of the following?
(A) 2 (B) 3 (C) 4 (D) 7
(1) only by A and B
(2) only by C and D
(3) only by A and D
(4) By A, B and D

56. What is the degree of product of polynomials x3 – 2x2 – 1 and x – x2 ?
(1) 4 (2) 5
(3) 3 (4) 6

^ x h 3 × ^ x h3 + x
2 1
57. = ?
^ x h4 × ^ x h4 + x
3 1

(1) x (2) 1
1
(3) x (4) x3

58. A vehicle covers a distance of 42 km in one hour. Then how much distance
will it cover at the same speed in 20 minutes?
(1) 21 km (2) 840 m.
(3) 14 km (4) 20 km

59. Which of the following are the factors of polynomial (2x – 5)3 – 64 ?
(1) 2(2x – 9) (2x2 – 6x + 21) (2) (2x – 5) (4x2 – 12x + 21)
(3) (2x – 9) (4x2 – 12x + 21) (4) (2x + 9) (4x2 + 12x + 21)

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55. 50 ÃÜ ×í©®Ü ÖÜ£¤ÃÜ¨Ü ÊÜáãÃÜá ÊÜáãÆÓÜíTæÂWÜÙÜ ¸æàÄàgá ÊÜáñÜᤠ50 ÃÜ ÊÜááí©®Ü ÖÜ£¤ÃܨÜ
ÊÜáãÃÜá ÊÜáãÆÓÜíTæÂWÜÙÜ ¸æàÄàgá CÊÜâWÜÙÜ ÊÜÂñÝÂÓÜPæR GÐÜrÄí¨Ü ¯ÍæàÐÜÊÝX »ÝWÜ ÖæãàWÜáñܤ¨æ?
(A) 2 (Ÿ) 3 (PÜ) 4 (vÜ) 7
(1) PæàÊÜÆ "A' ÊÜáñÜᤠ"Ÿ'
(2) PæàÊÜÆ "PÜ' ÊÜáñÜᤠ"vÜ'
(3) PæàÊÜÆ "A' ÊÜáñÜᤠ"vÜ'
(4) PæàÊÜÆ "A' "Ÿ' ÊÜáñÜᤠ"vÜ'

56. x3 – 2x2 – 1 ÊÜáñÜᤠx – x2 D ŸÖÜá±Ü©WÜÙÜ WÜáOÝPÝÃܨÜÈÉ ŸÃÜáÊÜ ¨æãvÜx [ÝñÝíPÜ
GÐÜár?
(1) 4 (2) 5
(3) 3 (4) 6
57.
^ x h 3 × ^ x h3 + x
2 1

= GÐÜár ?
^ x h4 × ^ x h4 + x
3 1

(1) x (2) 1
1
(3) x (4) x3

58. Jí¨Üá ÊÝÖÜ®ÜÊÜâ Jí¨Üá Zípæ¿áÈÉ 42 Q.Ëáà. aÜÈÓÜáÊܨÜá. ÖÝWݨÜÃæ A¨æà ÊæàWÜ©í¨Ü
B ÊÝÖÜ®ÜÊÜâ 20 Ëá¯oáWÜÙÜÈÉ GÐÜár AíñÜÃÜ aÜÈÓÜáÊܨÜá?
(1) 21 Q.Ëáà. (2) 840 Ëáà.
(3) 14 Q.Ëáà. (4) 20 Q.Ëáà.

59. (2x – 5)3 – 64 D ŸÖÜá±Ü©¿á AÊÜ¿áÊÜWÜÙÜ®Üá° PæÙÜX®ÜÊÜâWÜÙÜÈÉ BÁáR ÊÜÞwÄ.
(1) 2(2x – 9) (2x2 – 6x + 21) (2) (2x – 5) (4x2 – 12x + 21)
(3) (2x – 9) (4x2 – 12x + 21) (4) (2x + 9) (4x2 + 12x + 21)

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60. Santoshrao deposited Rs. 2,10,000 in bank for 5 years at simple interest. After
the end of period, he received Rs. 3,36,000 from the bank. Then what was
the rate of interest?
(1) 11% (2) 10%
(3) 12% (4) 14%

61. The ages of 60 children in a class are given in the frequency distribution table
below. From this, find their mean age.
Age (in years) 12 13 14 15
No. of children 13 12 21 14

(1) 15 years (2) 13.6 years
(3) 13 years (4) 14.5 years

62. The curved surface area of a cone is 47.10 sq.cm. If radius of the base is
3 cm then what is its perpendicular height? (p =3.14 cm)
(1) 3 cm (2) 4 cm
(3) 5 cm (4) 15.7 cm

63. How many coins of thickness 0.2 cm and diameter 4 cm will be formed by
melting a solid metallic cuboid of length 22 cm, breadth 18 cm and height
6 cm?
(1) 935 (2) 954
(3) 594 (4) 945

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60. ÓÜíñæãàÐÜÃÝÊÜ®Üá Jí¨Üá ¸ÝÂíQ®ÜÈÉ 2,10,000 ÃÜã±ÝÀáWÜÙÜ®Üá° 5 ÊÜÐÜì ÓÜÃÜÙÜŸwx¿á
ÓÜÆáÊÝX Cor®Üá. AÊܘ¿á ®ÜíñÜÃÜ AÊܯWæ 3,36,000 ÃÜã±ÝÀá ¨æãÃæñÜÊÜâ ÖÝWݨÜÃæ
ÓÜÃÜÙÜŸwx¿á ¨ÜÃÜÊæÐÜár?
(1) 11% (2) 10%
(3) 12% (4) 14%

61. Jí¨Üá ÊÜWÜì¨ÜÈÉ¿á 60 ˨ݦìWÜÙÜ ÊÜ¿áÓÜáÕWÜÙÜ ®æãí© ÊÜÞw PæÙÜX®Ü BÊÜêñܤñæ PæãÐÜrPܨÜÈÉ
PæãvÜÇÝX¨æ. A¨ÜÃÜ ÊæáàÈí¨Ü AÊÜÃÜ ÊÜ¿áÔÕ®Ü ÊÜá«ÜÂÊÜÞ®Ü ñæWæÀáÄ.
ÊÜ¿áÓÜáÕ (±Üä|ìÊÜÐÜì) 12 13 14 15
˨ݦì ÓÜíTæ 13 12 21 14

(1) 15 ÊÜÐÜì (2) 13.6 ÊÜÐÜì
(3) 13 ÊÜÐÜì (4) 14.5 ÊÜÐÜì

62. Jí¨Üá ÍÜíPÜá訆 ÊÜPÜűÜêÐÜu¶ÜÆ 47.10 aè.Óæí.Ëá C¨æ. A¨ÜÃÜ ñÜÙÜ¨Ü £Åg 3 Óæí.Ëáà C¨æ.
ÖÝWݨÜÃæ A¨ÜÃÜ ÆíŸ GñܤÃÜ GÐÜár ? (p =3.14 cm)
(1) 3 Óæí.Ëáà. (2) 4 Óæí.Ëáà.
(3) 5 Óæí.Ëáà. (4) 15.7 Óæí.Ëáà.

63. 22 Óæí.Ëáà. E¨Üª, 18 Óæí.Ëáà. AWÜÆ ÊÜáñÜᤠ6 Óæí.Ëáà. GñܤÃÜ ËÃÜáÊÜ «ÝñÜáË®Ü
CÑrPÝb£¿á®Üá° PÜÃÜXÔ 0.2 Óæí.Ëáà ¨Ü±Ü³ ÊÜáñÜᤠ4 Óæí.Ëáà ÊÝÂÓÜ ËÃÜáÊÜ ®Ý|ÂWÜÙÜá
ñÜ¿ÞÄÔ¨ÜÃæ Joár GÐÜár ®Ý|ÂWÜÙÜá ñÜ¿ÞÃÝWÜáÊÜÊÜâ?
(1) 935 (2) 954
(3) 594 (4) 945

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64. The area of a square is 4.41 sq.cm., then what is its perimeter?
(1) 4.2 cm (2) 10.4 cm
(3) 8.8 cm (4) 8.4 cm

65. The base radius of a cylindrical tank is 28 cm. It contains water. A metal
cuboid of length 44 cm, breadth 14 cm and height 8 cm is dropped into it.
Then what is the increase in the level of water in tank?
(1) 2 cm (2) 2.5 cm
(3) 3 cm (4) 1.5 cm

66. The length of side of a rhombus is 17 cm. If the length of one diagonal is
16 cm then what is the length of other diagonal?
(1) 30 cm (2) 17 cm
(3) 8 cm (4) 34 cm

67. The population of a town was 75000. This population is increased by 10%
next year. After that year, the population decreased by 8%. In the third year
the population is increased by 5% then at the end of third year, what will be
the population?
(1) 935550 (2) 78000
(3) 79695 (4) 77950

68. Ashok sold the necklace worth Rs. 15,00,000 at 20% profit. How much amount
Ashok will get?
(1) Rs. 1,12,000 (2) Rs. 18,00,000
(3) Rs. 17,00,000 (4) Rs. 16,00,000

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64. Jí¨Üá aèÃÜÓÜ¨Ü PæÒàñÜŶÜÆ 4.41 aè.Óæí.Ëáà. C¨æ. ÖÝWݨÜÃæ B aèÃÜÓÜ¨Ü ±ÜÄËᣠGÐÜár?
(1) 4.2 Óæí.Ëáà. (2) 10.4 Óæí.Ëáà.
(3) 8.8 Óæí.Ëáà. (4) 8.4 Óæí.Ëáà.

65. Jí¨Üá ÆíŸÊÜêñܤb£ BPÝÃÜ¨Ü ¯àÄ®Ü pÝQ¿á ñÜÙÜ¨Ü £Åg 28 Óæí.Ëáà C¨æ. A¨ÜÃÜÈÉ ¯àÃÜá
C¨æ. B ¯àÄ®ÜÈÉ 44 Óæí.Ëáà E¨Üª, 14 Óæí.Ëáà AWÜÆ ÊÜáñÜᤠ8 Óæí.Ëáà GñܤÃÜ ËÃÜáÊÜ
«ÝñÜá訆 ñÜáívÜá ÖÝQ¨ÜÃæ ¯àÄ®Ü ±ÝñÜÚ¿á GñܤÃܨÜÈÉ GÐÜár ÖæaÝcÀáñÜá?
(1) 2 Óæí.Ëáà. (2) 2.5 Óæí.Ëáà.
(3) 3 Óæí.Ëáà. (4) 1.5 Óæí.Ëáà.

66. 17 Óæí.Ëáà. »ÜágËÃÜáÊÜ ÓÜÊÜá»Üág aèPæãà®Ü¨Ü Jí¨Üá PÜ|ì 16 Óæí.Ëáà C¨ÜªÃæ A¨ÜÃÜ
C®æã°í¨Üá PÜ|ì¨Ü E¨ÜªÙÜñæ GÐÜár?
(1) 30 Óæí.Ëáà. (2) 17 Óæí.Ëáà.
(3) 8 Óæí.Ëáà. (4) 34 Óæí.Ëáà.

67. Jí¨Üá ®ÜWÜÃÜ¨Ü g®ÜÓÜíTæ 75,000 C¨æ. B g®ÜÓÜíTæ ÊÜááí©®Ü ÊÜÐÜì 10% ÖæaÝcÀáñÜá.
A¨ÜÃÜ ÊÜááí©®Ü ÊÜÐÜì 8% PÜwÊæá BÀáñÜá. ÊÜáãÃÜ®æ¿á ÊÜÐÜì 5% ÖæaÝcÀáñÜá. ÖÝWݨÜÃæ
ÊÜáãÃÜ®æ¿á ÊÜÐÜì¨Ü Pæã®æWæ B ®ÜWÜÃÜ¨Ü g®ÜÓÜíTæ GÐÜár?
(1) 935550 (2) 78000
(3) 79695 (4) 77950

68. AÍæãàPÜ®Üá 15,00,000 ÃÜã±ÝÀáWÜÚWæ PæãívÜ ÊÜá®æ¿á®Üá° ÍæàPÜvÝ 20 Çݻܩí¨Ü ÊÜÞĨÜÃæ
AÊܯWæ ¨æãÃæ¿ááÊÜ ÖÜ|ÊæÐÜár?
(1) 1,12,000 ÃÜã. (2) 18,00,000 ÃÜã.
(3) 17,00,000 ÃÜã. (4) 16,00,000 ÃÜã.

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69. The measures of exterior angles of a triangle are 115º and 117º respectively,
then which type of triangle is it?
(1) Acute angled triangle
(2) Obtuse angled triangle
(3) Right angled triangle
(4) Equilateral triangle

70. The length of a diagonal of a square is 11 cm then what is the length of its
side?
(1) 11 cm (2) 11 2 cm
(3) 5.5 2 cm (4) 7 2 cm

71. 3.9% of 1530 = ? (Choose two correct options.)
(1) 59.67 (2) 5967 × 10-3
(3) 5967 × 10-2 (4) 5.967

72. The measure of a minor arc is 160º then what is the measure of corresponding
major arc?
(1) 160º (2) 320º
(3) 200º (4) 80º

73. A shopkeeper gives 12% discount on the printed price of a mobile. He sold
a mobile for Rs. 26,400. What was its printed price?
(1) Rs. 30,000 (2) Rs. 32,000
(3) Rs. 26,412 (4) Rs. 3,000

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69. Jí¨Üá £ÅPæãà®Ü¨Ü GÃÜvÜá ¸ÝÖÜÂPæãà®ÜWÜÙÜ AÙÜñæWÜÙÜá A®ÜáPÜÅÊÜáÊÝX 115º ÊÜáñÜᤠ117º CÊæ.
ÖÝWݨÜÃæ B £ÅPæãà®Ü ¿ÞÊÜ ±ÜÅPÝÃܨݪXÃÜáñܤ¨æ?
(1) ÆZáPæãà®Ü £ÅPæãà®Ü
(2) ËÍÝÆPæãà®Ü £ÅPæãà®Ü
(3) PÝoPæãà®Ü £ÅPæãà®Ü
(4) ÓÜÊÜá»Üág £ÅPæãà®Ü

70. Jí¨Üá aèÃÜÓÝPÜê£ PÜ|ì¨Ü E¨ÜªÙÜñæ 11 Óæí.Ëáà. C¨ÜªÃæ A¨ÜÃÜ »Üág¨Ü E¨ÜªÙÜñæ GÐÜár?
(1) 11 Óæí.Ëáà. (2) 11 2 Óæí.Ëáà.

(3) 5.5 2 Óæí.Ëáà. (4) 7 2 Óæí.Ëáà.

71. 1530 ÃÜ 3.9% = GÐÜár ? (GÃÜvÜá ÁãàWÜ ±Ü¿Þì¿áWÜÙÜ BÁáR ÊÜÞwÄ)
(1) 59.67 (2) 5967 × 10-3
(3) 5967 × 10-2 (4) 5.967

72. Jí¨Üá ÆZáPÜíÓÜ¨Ü AÙÜñæ 160º C¨æ. ÖÝWݨÜÃæ A¨ÜPæR Öæãí©ÃÜáÊÜ ËÍÝÆPÜíÓÜ¨Ü AÙÜñæ
GÐÜár?
(1) 160º (2) 320º
(3) 200º (4) 80º

73. JŸº AíWÜwPÝÃÜ®Üá Êæãà¸æçÆ¨Ü ÊÜáá©ÅñÜ ¸æÇæ¿á ÊæáàÇæ 12% Ŀ޿ᣠ(ÓÜão)
PæãvÜáÊÜ®Üá. AÊÜ®Üá Jí¨Üá Êæãà¸æçÆ 26,400 ÃÜã±ÝÀáWÜÚWæ ÊÜÞĨÜÃæ A¨ÜÃÜ ÊÜáá©ÅñÜ
¸æÇæ GÐÜár ?
(1) 30,000 ÃÜã. (2) 32,000 ÃÜã.
(3) 26,412 ÃÜã. (4) 3,000 ÃÜã.

0811-Kannada Set-A 29 of 32 P.T.O.

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Instruction for Question No. 74 & 75
In the following joint bar graph, the number of boys and girls in divisions A,
B, C, D of 8th standard are given. Observe the joint bar graph and answer
the following questions.

Y
Scale : On Y - Axis 1 cm = 10 boys/girls
boys girls
50
Boys / Girls

40
30
20
10

0 A B C D X
Division

74. What is the total number of students in all four divisions of 8th standard?
(1) 255 (2) 300
(3) 200 (4) 355

75. What is the ratio of number of boys with number of girls in B division?
(1) 6:7 (2) 7:6
(3) 5:6 (4) 6:5

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±ÜÅÍæ° 74 ÊÜáñÜᤠ75
8®æ¿á ÊÜWÜì¨Ü A, B, C, D Ë»ÝWÜ¨Ü ÖÜávÜáWÜ& ÖÜávÜáX¿áÃÜ ±ÜoÓÜíTæ¿á®Üá° PæÙÜX®Ü
hæãàwÓܤí»ÝÇæàS¨ÜÈÉ PæãvÜÇÝX¨æ. A¨ÜÃÜ ¯ÄàPÜÒOæ ÊÜÞw ±ÜÅÍæ°WÜÙÜ EñܤÃÜ¨Ü ÁãàWÜ ±Ü¿Þì¿á
ÖÜávÜáQÄ.

Y
±ÜÅÊÜÞ| Y APÜÒ¨Ü ÊæáàÇæ 1 Óæí.Ëáà = 10 ˨ݦì
ÖÜávÜáWÜÃÜá ÖÜávÜáX¿áÃÜá
ÖÜávÜáWÜÃÜá / ÖÜávÜáX¿áÃÜá

50
40
30
20
10

0 A B C D X
Ë»ÝWÜWÜÙÜá

74. 8®æ¿á ÊÜWÜì¨Ü GÆÉ Ë»ÝWÜWÜÙÜ Joár ˨ݦìWÜÙÜ ÓÜíTæ GÐÜár?
(1) 255 (2) 300
(3) 200 (4) 355

75. "B' Ë»ÝWÜ¨Ü ÖÜávÜáWÜ& ÖÜávÜáX¿áÃÜ ±ÜoÓÜíTæ¿á WÜáOæãàñܤÃÜ GÐÜár?
(1) 6:7 (2) 7:6
(3) 5:6 (4) 6:5

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