Paper-III-Set-E.pdf

Question Booklet No. Question Booklet Code SLRC–2024 E Paper : III Roll No. Time Allowed : 10:3...

Question Booklet No. Question Booklet Code SLRC–2024 E Paper : III Roll No. Time Allowed : 10:30 a.m. to 1:30 p.m. (3 Hours) Maximum Marks : 150 marks (1 mark for each question) Before filling the OMR Answer-Sheet, the candidate must ensure that all the pages from 1–96 are printed in order in the Question Booklet and ensure that the OMR Answer-Sheet belongs to him/her only. In case of any discrepancy, immediately inform the invigilator to replace your Question Booklet. IMPORTANT INSTRUCTIONS F Do not open the Question Booklet before 10:30 a.m. in the Examination Hall. F Read the questions carefully before marking the right answer with blue/black ballpoint pen only in the appropriate circle of the OMR Answer-Sheet, as firstly, there is provision of negative marking of 0·25 mark per Question for wrong answer as well as for selecting more than one option of a question, and secondly no extra OMR Answer-Sheet will be provided for any mistake or correction. F In case of use of Non-Standard OMR Answer-Sheet, the candidate must properly write his/her Roll No., Question Booklet Serial No., Question Booklet Code in the space provided in the OMR Answer-Sheet by shading and by writing in alphabet and numerical on the front side as well as on the back side. Otherwise the OMR Answer-Sheet will not be evaluated. F Candidates will have to sign twice. Once in the Attendance/Roll Sheet presented by the invigilator on duty after taking their seats in the Examination Hall, and the other, at the time of handing over their Question Booklet and OMR Answer-Sheet to the Invigilator after the completion of the Examination. Cases where a candidate has not signed while submitting the OMR Answer-Sheet and the Question Booklet, he/she shall be treated as absent. F Candidate should clearly write his/her Roll No. in the space provided in the Question Booklet. F The candidate should make sure that the Question Booklet No. and corresponding Question Booklet Code is properly written/shaded in the OMR Answer-Sheet by him/her. For example, in filling up the Question Booklet Code, if the candidate gets Question Booklet Code ‘A’, then he/she should fill up ‘A’ in the box provided in the OMR Answer-Sheet and also shade the circle ‘A’ in the OMR Answer-Sheet. F Candidate should do all the necessary rough work on the Question Booklet in the space provided. Rough work should not be done on the OMR Answer-Sheet or on any other paper. If any rough work or overwriting is done or whitener is used on the OMR Answer-Sheet, the OMR Answer-Sheet will not be assessed. F In case of any discrepancy or confusion in the medium/version of the questions, the English version will be treated as the authentic version. F No candidate will be allowed to leave the Examination Centre during the examination hours. F Any candidate found using unfair means including carrying restricted items like Mobile phone, calculator or any electronic gadget or objectionable materials, etc., which are not allowed in the examination halls/rooms shall be disqualified. /1 OMR l¡üv¡¹šyJ> šè¹ A¡¹à¹ "àKìt¡ š¹ãÛ¡à=¢ãìÚ [>[ÆW¡t¡ íÒ º’¤ ë™ šøÅ— šå[ÑzA¡à¹ 1–96 íº ÎA¡ìºà šõË¡à yû¡³ ">åÎàì¹ ášà íÒ "àìá "à¹ç¡ [>[ÆW¡t¡ A¡[¹¤ ºà[K¤ ë™ OMR l¡üv¡¹šyJ> ëA¡¯º ët¡*ò¹ ¤à줡ú ëA¡àì>à ‹¹o¹ [¤ÎU[t¡ =à[A¡ìº t¡;Û¡oà; [>¹ãÛ¡A¡A¡ "¯Kt¡ A¡[¹ šøÅ—šyJ> κ[> A¡[¹ º’¤¡ú P¡¹ç¡â¬šèo¢ [>샢Å௺ã F šå¯à 10:30 ¤\๠"àKìt¡ šøÅ—A¡àA¡t¡J> š¹ãÛ¡à A¡Û¡t¡ >åJå[º¤¡ú F OMR l¡üv¡¹šy¹ ™=à™= ¤õv¡ìi¡àt¡ >ãºà/A¡’ºà ¤ºšÒüsi¡ ëšì>ì¹ Ç¡‡ý¡ l¡üv¡¹ìi¡à [W¡[Òû¡t¡ A¡¹à¹ "àKìt¡ šøÅ—ìi¡à Îோàì> š[Øn¡ º*A¡, A¡à¹o šø=³ìt¡ šø[t¡ìi¡à šøÅ—¹ ®å¡º l¡üv¡¹¹ ¤àì¤ "à¹ç¡ &i¡àt¡îA¡ "[‹A¡ [¤A¡¿ l¡üv¡¹ [>¤¢àW¡> A¡¹à¹ ¤àì¤ 0·25 ˜¡oàuA¡ >´¬¹ =à[A¡¤ "à¹ç¡ [‡t¡ãÚìt¡ ®å¡º Ò’ìº ¤à Ç¡‡ý¡ A¡[¹¤îº "[t¡[¹v¡û¡ ëA¡àì>à OMR l¡üv¡¹šy [ƒÚà >Ò’¤¡ú F Non-Standard OMR l¡üv¡¹šy ¤¸¯Ò๹ ëÛ¡yt¡ š¹ãÛ¡à=¢ãìÚ "[>¤à™¢®¡àì¯ ët¡*òìºàA¡¹ ë¹àº >´¬¹, šøÅ—A¡àA¡t¡¹ yû¡[³A¡ >´¬¹, šøÅ—A¡àA¡t¡¹ A¡’l¡ìi¡à OMR l¡üv¡¹šy¹ [>[ƒ¢Ê¡ k¡àÒüt¡ A¡’ºà A¡[¹¤ ºà[K¤ "à¹ç¡ "àK¹ ó¡àìº "à¹ç¡ šàá¹ ó¡àìº &i¡à ¤o¢³àºà "à¹ç¡ Î}J¸àÎèW¡A¡ [º[J OMR l¡üv¡¹šyJ> Î[k¡A¡®¡àì¯ šè¹o A¡[¹¤ ºà[K¤¡ú ">¸=à OMR l¡üv¡¹šy¹ ³èº¸àÚ> A¡¹à >Ò’¤¡ú F š¹ãÛ¡à=¢ãÎA¡ìº [>¹ãÛ¡ìA¡ [ƒÚà l¡üš[Ñ‚[t¡/ë¹àº šyt¡ ƒå¤à¹ ѬàÛ¡¹ A¡[¹¤ ºà[K¤, šø=³¤à¹ ët¡*òìºàìA¡ š¹ãÛ¡àA¡Û¡t¡ "àÎ> NøÒo A¡¹à¹ γÚt¡ "à¹ç¡ [‡t¡ãڤ๠OMR l¡üv¡¹šy "à¹ç¡ šøÅ—A¡àA¡t¡J> [>¹ãÛ¡A¡A¡ \³à [ƒÚ๠γÚt¡¡ú ëA¡àì>à š¹ãÛ¡à=¢ãìÚ l¡üš[Ñ‚[t¡/ë¹àº šyt¡ ™[ƒ [‡t¡ãڤ๠ѬàÛ¡¹ >A¡ì¹, ët¡ì>Ò’ìº ët¡*òìºàA¡ ">åš[Ñ‚t¡ ¤å[º [¤ì¤[W¡t¡ Ò’¤¡ú F š¹ãÛ¡à=¢ãìÚ šøÅ—A¡àA¡t¡J>t¡ [ƒÚà [>‹¢à[¹t¡ k¡àÒüt¡ ët¡*òìºàA¡¹ ë¹àº >´¬¹ њʡîA¡ [º[J¤ ºà[K¤¡ú F š¹ãÛ¡à=¢ã [>[ÆW¡t¡ ëÒà¯à l¡ü[W¡t¡ ™àìt¡ šøÅ—A¡àA¡t¡¹ >´¬¹ "à¹ç¡ Î}[ÅÃÊ¡ šøÅ—A¡àA¡t¡¹ A¡’l¡ >´¬¹ìi¡à OMR l¡üv¡¹šy¹ [>[ƒ¢Ê¡ k¡àÒüt¡ [ºJà ÒÚ¡ú l¡üƒàÒ¹oѬ¹ê¡ìš, šøÅ—A¡àA¡t¡¹ A¡’l¡ šè¹o A¡¹à¹ γÚt¡, š¹ãÛ¡à=¢ãìÚ NøÒo A¡¹à šøÅ—A¡àA¡t¡¹ A¡’l¡ ‘A’ =à[A¡ìº OMR l¡üv¡¹šy¹ [>[ƒ¢Ê¡ k¡àÒüt¡ ‘A’ [º[J¤ ºà[K¤ "à¹ç¡ [>[ƒ¢Ê¡ ¤õv¡ ‘A’ìi¡à A¡’ºà A¡[¹¤ ºà[K¤¡ú F š¹ãÛ¡à=¢ãìÚ ÎA¡ìºà ‹¹o¹ šøìÚà\>ãÚ JW¡¹à (rough) A¡à³ šøÅ—A¡àA¡t¡t¡ [ƒÚà k¡àÒüt¡ìÒ A¡[¹¤ šà[¹¤¡ú š¹ãÛ¡à=¢ãìÚ JW¡¹à (rough) A¡à³ l¡üv¡¹šy ¤à ">¸ ëA¡àì>à ‹¹o¹ A¡àK\t¡ A¡[¹¤ ë>à¯à[¹¤¡ú l¡üv¡¹šyt¡ ™[ƒ &Òü JW¡¹à (rough) A¡à³ š¹ãÛ¡à=¢ãìÚ A¡ì¹ "=¤à ¤Kà ¹} ¤¸¯Ò๠A¡ì¹, ët¡[t¡ÚàÒ’ìº ët¡ì> l¡üv¡¹šy¹ ³èº¸àÚ> A¡¹à >Ò’¤¡ú F šøÅ—¹ ³à‹¸³ ¤à Î}ÑH¹ot¡ ëA¡àì>à ‹¹o¹ [¤ÎU[t¡ =à[A¡ìº >àÒü¤à ¤å[\ ëšà¯àt¡ "Îå[¤‹à Ò’ìº Òü}¹à\ã Î}ÑH¹oìi¡àìA¡Òü šøAõ¡t¡ Ç¡‡ý¡ ¤å[º Ko¸ A¡¹à Ò’¤¡ú F š¹ãÛ¡à W¡[º =A¡à "¯Ñ‚àt¡ ëA¡àì>à š¹ãÛ¡à=¢ãA¡ š¹ãÛ¡àìA¡–ƒø &[¹ ™à¤îº ">å³[t¡ [ƒÚà >Ò’¤¡ú F š¹ãÛ¡à=¢ãÎA¡ºA¡ š¹ãۡ๠Һ/A¡Û¡t¡ [>[ȇý¡ Îà³Nøã ë™ì> ë³à¤àÒüº ëó¡à>, ëA¡ºAå¡ìºi¡¹ ¤à ëA¡àì>à ‹¹o¹ í¤ƒå¸[t¡A¡ Îà³Nøã ¤à "àš[v¡\>A¡ ¤Ññ š¹ãÛ¡àA¡Û¡îº [>Úàt¡ ">å³[t¡ [ƒÚà >Ò’¤¡ú ™[ƒ ëA¡àì>à š¹ãÛ¡à=¢ãìÚ "Î; l¡üšàÚ "¯º´¬> A¡ì¹ ¤à *š¹t¡ l¡üìÀJ A¡¹à š¹ãۡ๠[>ڳγèÒ l¡üº}Qà A¡ì¹, ët¡ì”z ët¡*òA¡ "ì™àK¸ ¤å[º [¤ì¤W¡>à A¡¹à Ò’¤¡ú SLRC–2024/P–III/1-E 2 OMR l¡üv¡¹šy[i¡ šè¹o A¡¹¤à¹ šè줢 š¹ãÛ¡à=¢ãìA¡ "¤Å¸Òü [>[ÆW¡t¡ Òìt¡ Òì¤ ë™ šøÅ—šìy 1–96 š™¢”z γÑz šõË¡àP¡[º yû¡³à>åÎàì¹ ³å[‰t¡ ÒìÚìá &¤} [>[ÆW¡t¡ A¡¹ìt¡ Òì¤ ë™ OMR l¡üv¡¹šy[i¡ ëA¡¤º tò¡à¹ \>¸¡ú ëA¡àì>à šøA¡à¹ [¤ÎU[t¡ =àA¡ìº "[¤ºì´¬ [>¹ãÛ¡A¡ìA¡ "¤Kt¡ A¡[¹ìÚ šøÅ—šy[i¡ ¤ƒº A¡ì¹ ë>ì¤>¡ú P¡¹ç¡â¬šèo¢ [>샢Åऺã F ÎA¡àº 10:30 Q[i¡A¡à¹ šè줢 šøÅ—šy[i¡ š¹ãÛ¡à A¡Û¡ìt¡ Jåºì¤> >à¡ú F OMR l¡üv¡¹šìy¹ ™=à™= ¤õv¡[i¡ìt¡ >ãº/A¡àìºà ¤ºšìÚ–i¡ ëš> ‡à¹à Ç¡‡ý¡ l¡üv¡¹[i¡ [W¡[Òû¡t¡ A¡¹¤à¹ šè줢 šøÅ—[i¡ Îऋàì> šìØl¡ ë>ì¤>, A¡à¹o šø=³t¡ šø[t¡[i¡ šøìÅ—¹ ®å¡º l¡üv¡¹ ëƒ*Ú๠\>¸ &¤} &ìA¡¹ "[‹A¡ [¤A¡¿ l¡üv¡¹ [>¤¢àW¡> A¡¹à¹ \>¸ 0·25 ˜¡oàuA¡ >´¬¹ =àA¡ì¤ &¤} [‡t¡ãÚt¡ ®å¡º Òìº ¤à Ç¡‡ý¡ A¡¹¤à¹ \>¸ ëA¡àì>à "[t¡[¹v¡û¡ OMR l¡üv¡¹šy ëƒ*Úà Òì¤ >à¡ú F Non-Standard OMR l¡üv¡¹šy ¤¸¤Òàì¹¹ ëÛ¡ìy š¹ãÛ¡à=¢ãìA¡ "¤Å¸Òü tò¡à샹 ë¹àº >´¬¹, šøÅ—šå[ÑzA¡à¹ yû¡[³A¡ >´¬¹, šøÅ—šå[ÑzA¡à¹ ëA¡àl¡[i¡ OMR l¡üv¡¹šìy¹ [>[ƒ¢Ê¡ Ñ‚àì> A¡àìºà A¡¹ìt¡ Òì¤ &¤} Îà³ì>¹ [ƒìA¡ * ëšáì>¹ [ƒìA¡ &A¡[i¡ ¤o¢³àºà &¤} Î}J¸àÎèW¡A¡ [ºìJ OMR l¡üv¡¹šy[i¡ Î[k¡A¡®¡àì¤ šè¹o A¡¹ìt¡ Ò줡ú ">¸=à OMR l¡üv¡¹šìy¹ ³èº¸àÚ> A¡¹à Òì¤ >à¡ú F š¹ãÛ¡à=¢ã[ƒKìA¡ [>¹ãÛ¡ìA¡¹ ëƒ*Úà l¡üš[Ñ‚[t¡/ë¹àº šìy ƒå¤à¹ ѬàÛ¡¹ A¡¹ìt¡ Òì¤, šø=³¤à¹ tò¡à샹 š¹ãÛ¡à A¡ìÛ¡ "àÎ> NøÒo A¡¹à¹ γìÚ &¤} [‡t¡ãڤ๠OMR l¡üv¡¹šy &¤} šøÅ—šy[i¡ [>¹ãÛ¡A¡ìA¡ \³à ëƒ*Ú๠γìÚ¡ú ëA¡àì>à š¹ãÛ¡à=¢ã l¡üš[Ñ‚[t¡/ë¹àº šìy ™[ƒ [‡t¡ãڤ๠ѬàÛ¡¹ >à A¡ì¹>, t¡àÒìº tò¡àìA¡ ">åš[Ñ‚t¡ ¤ìº Ko¸ A¡¹à Òì¤ú F š¹ãÛ¡à=¢ã샹 šøÅ—šìy ëƒ*Úà [>[ƒ¢Ê¡ Ñ‚àì> š[¹ÍH๮¡àì¤ t¡òà샹 ë¹àº >´¬¹ "¤Å¸Òü [ºJìt¡ Ò줡ú F š¹ãÛ¡à=¢ã [>[ÆW¡t¡ Ò*Úà l¡ü[W¡t¡ ™àìt¡ šøÅ—šìy¹ >´¬¹ &¤} Î}[ÅÃÊ¡ šøÅ—šìy¹ ëA¡àl¡ >´¬¹[i¡ OMR l¡üv¡¹šìy¹ [>[ƒ¢Ê¡ Ñ‚àì> ëºJà ÒÚ¡ú l¡üƒàÒ¹oѬ¹ê¡š, šøÅ—šìy¹ ëA¡àl¡ šè¹o A¡¹à¹ γÚ, š¹ãÛ¡à=¢ã NøÒo A¡¹à šøÅ—šìy¹ ëA¡àl¡ ‘A’ =àA¡ìº OMR l¡üv¡¹šìy¹ [>[ƒ¢Ê¡ Ñ‚àì> ‘A’ [ºJìt¡ Òì¤ &¤} [>[ƒ¢Ê¡ ¤õv¡ ‘A’[i¡ A¡àìºà A¡¹ìt¡ Ò줡ú F š¹ãÛ¡à=¢ã ÎA¡º ‹¹ì>¹ šøìÚà\>ãÚ JÎØl¡à (rough) A¡à\ šøÅ—šìy ëƒ*Úà Ñ‚àì> A¡¹ìt¡ šà¹ì¤>¡ú š¹ãÛ¡à=¢ã JÎØl¡à (rough) A¡à\ l¡üv¡¹šy ¤à ">¸ ëA¡àì>à ‹¹ì>¹ A¡àKì\ A¡¹ìt¡ šà¹ì¤> >à¡ú ™[ƒ š¹ãÛ¡à=¢ã &Òü JÎØl¡à (rough) A¡à\ l¡üv¡¹šìy A¡ì¹> ¤à Îàƒà ¹R¡ ¤¸¤Ò๠A¡ì¹>, t¡ì¤ ëÎÒü l¡üv¡¹šìy¹ ³èº¸àÚ> A¡¹à Òì¤ >à¡ú F šøìÅ—¹ ³à‹¸³ ¤à Î}ÑH¹ìo ëA¡àì>à ‹¹ì>¹ "ÎU[t¡ Òìº "=¤à ë¤àc¡à¹ "Îå[¤‹à Òìº Òü}¹à\ã Î}ÑH¹o[i¡ìA¡Òü šøAõ¡t¡ Ç¡‡ý¡ ¤ìº Ko¸ A¡¹à Ò줡ú F š¹ãÛ¡à W¡ºàA¡àºã> ëA¡àì>à š¹ãÛ¡à=¢ãìA¡ š¹ãÛ¡àìA¡–ƒø t¡¸àK A¡¹à¹ ">å³[t¡ ëƒ*Úà Òì¤ >à¡ú F š¹ãÛ¡à=¢ã샹 š¹ãۡ๠Һ/A¡ìÛ¡ ëA¡àì>à [>[ȇý¡ Îà³Nøã 뙳> ë³à¤àÒüº ëó¡à>, A¡¸àºAå¡ìºi¡¹ &¤} ëA¡àì>à í¤ƒå¸[t¡A¡ K¸àì\i¡ ¤à "àš[v¡A¡¹ Îà³Nøã Òüt¡¸à[ƒ ¤Ò> A¡¹à¹ ">å³[t¡ ëƒ*Úà Òì¤ >à¡ú š¹ãÛ¡à=¢ã샹 ™[ƒ ëA¡àì>à "Î; l¡üšàÚ "¤º´¬> A¡¹ìt¡ ëƒJà ™àÚ ¤à t¡òà¹à ™[ƒ l¡üšì¹ l¡ü[À[Jt¡ š¹ãۡ๠[>ڳγèÒ l¡üº}Q> A¡ì¹>, t¡ì¤ tò¡à샹 "ì™àK¸ ëQàÈoà A¡¹à Ò줡ú SLRC–2024/P–III/1-E 3 [ P.T.O. OMR {\$Z {~bmBIm° Am~wß Imbm_Zm`{Z {gJmßZmo, {~Om{W`m ~oIm° \$moWm`{W hmoZmßJmoZ, 1–96 {g_ Jm{g~mo {~bmB\´$m gm|{W {~Om~md \$m[a`° go~ImßZm` Xß Amamo OMR {\$Z {~bmB`m Jmd{Z WmIm`b' ~o ~mW´mIm°~mo \$moWm`{W hmoZmßJmoZü& _m~m\$moa ~obo-~oOo _moZmo„bm gm|{W {~Om~Im° gmobm`Zm hmoZmo WmIm` Zm`qX{J[aZmo Wm~°Zmo {_{Whmoü& JmoZmß {~WmoZ F \wß${Z 10:30 [a®Jm{Z {gJmß gm|{W {~bmBIm° AmZOmX I'Wm`md IodZmo ZmL>mü& F OMR {\$Z {~bmB{Z hmoImZm` ~|IZmd {Zbm/Jmogmo_ ~bnB›Q> H$b_Om| Jo~| {\$ZIm° {gZ hmoZm`{Z {gJmßZmo gm|{WIm° _moOmL>° \$am`ZmZ° bmJ´mo, _mZmoZm go{W`mdÖ _moZ\´$mo_~mo gm|{W{Z Jmoamop›W {\$Z{Z WmIm` Amamo _moZgo{Z ~mß{gZ {\$Z gm`I'Zm`{Z WmIm` 0·25 XmZI' ZÂ~a WmJmoZ Amamo Z°{W`mdÖ Jmoamop›W Om`mo„bm E~m Jo~| Imbm_{\$ZZmo WmIm` _moZ~mo C\o$am {\$Z {~bmB hmoZm` OmZm` ZL>mü& F Non-standard OMR {\$Z {~bmB ~mhm`Zm`{Z {~{WL>md {~Om{W`m amoIm`° Jmd{Z ab ZÂ~a, gm|{W {~bmB{Z \$m[a Zß, gm|{W {~bmB{Z H$S>Im° OMR {\$Z {~bmB{Z hmoImZm` Om`Jm`md Jmogmo_ Imbm_Zm hmoZmßJmoZ Amamo {gJmßqW Amamo CZqWOm` _moZgo hmßImo Amamo {~gmZ (AZ{O_m) {baZmZ° Jo~oL>° Am~wß Imbm_Zmo ZmßJmoZü& ZL>m„bm OMR {\$Z {~bmBIm° AmZOmX Zm`Zm` OmZm` ZL>mü& F {~Om{W\$moam Io~Z° g{h hmoZmo ZmßJmoZü& Io~go AmZOmX IWm`md hm~ZmZ° Jmd~m Jmd Om`Jm`md OImßZm`{Z CZmd {~~mZmd WmZm` Zm`qX{J[a`m hmoZm` ZwOm{WZm`/ab {~bmB`md, Amamo Jw~wZ _moZgo`m, AmZOmX hmoImßZm`{Z CZmd Zm`qX{J[aZmo gm|{W {~bmB Amamo OMR {\$Z {~bmBIm° JWm`Zm` g_mdü& OMR {\$Z {~bmB Amamo gm|{W {~bmBIm° JWm`Zm` g_md {~Om{W`m g{h hmoAmI°„bm {~`mo AmZOmXmd OdmI°_moZ hmoZZmZ° JZm` OmJmoZü& F gm|{W {~bmB`md hmoZm` {WImZm` Om`Jm`md {~Om{W`m amoIm`° Jmd{Z ab ZÂ~aIm° {baZmßJmoZü& F gm|{W {~bmB{Z ZÂ~a Amamo gm|{W {~bmB{Z H$S> ZÂ~aIm° OMR {\$Z {~bmB{Z hmoImZm` Om`Jm`md {baZm`{Z \$mago {~Om{W`m amoIm OmZm`m JmoZmßü& {~{Xp›W ~m{X`°, gm|{W {~bmB{Z H$S> Am~wß Imbm_Zm` g_md {~Om{W`m _moZZm` gm|{W {~bmB{Z H$S>m "A' Om`mo„bm OMR {\$Z {~bmB{Z hmoImZm` Om`Jm`md "A' {baZmo ZmßJmoZ Amamo hmoImZm` ~|IZ "A' Im° Jmogmo_ Imbm_Zmo ZmßJmoZü& F {~Om{W\$moam Jm{g~mo amoImo_{Z ZmßJm° OmZm` Imbm_Zm Zm`Zm`Zm` (rough) Im_m{ZIm° gm|{W {~bmB{Z hmoImZm` Om`Jm`mdgmo Imbm_Zmo ZmßJmoZü& {~Om{W\$moam Imbm_Zm Zm`Zm`Zm` Im_m{ZIm° {\$Z {~bmB E~m {~{X Jw~wZ amoImo_{Z boIm {~bmB`md Imbm_Zmo _moZZm` ZL>mü& {\$Z {~bmB`md ~o Imbm_Zm Zm`Zm`Zm` (rough) Im_m{ZIm° {~Om{W`m Imbm_mo„bm E~m {babm {ba{g (overwriting) Imbm_mo„bm E~m Jw\w$a Jm~Im° (whitener) OMR {\$Z {~bmB`md \$moZmo„bm ~° OMR {\$Z {~bmBIm° Zm`Zm` OmZm` ZL>mü& F gm|{W {~bmB{Z {~Om| E~m \$mogmdZm`md _m~m\$moa Jmoamop›W Wm`mo„bm E~m ~w{O _moZZm`md O|Zm Om`mo„bm Bßam{O amdOm| \$mogmdZm` gm|{W {~bmBIm°Zmo Jo~| hmoZZmZ° JZm`Zm bmZm` OmJmoZü& F AmZOmX gmo{b\w$~m` WmZm` g_md amd~mo {~Om{WIm° AmZOmX{W{b JmaZm WmßZm`{Z JZm`{W hmoZm` OmZm` ZL>mü& F AmZOmX{W{b/IWm`md gmoa~m {~Om{W\´$m h|Wm JmoZmß _wdm Ooa° _~mB \$Z, Ho$bHw$boQ>a E~m {~{X amoImo_{Z _m~m\$moa BboH$Q¥>{ZH$ _wdm ~mhm`mo„bm {~{Z {~Om{WIm° XmZZm hmoZm` OmJmoZü& SLRC–2024/P–III/1-E 4 OMR CŒma-nÃH$ H$mo ^aZo go nhbo narjmWu `h gw{Z{¸V H$a b| {H$ ‡ÌZ-nwpÒVH$m _| 1–96 VH$ g^r n > H´$_mZwgma _w{–V h¢ VWm `h ^r gw{Z{¸V H$a b| {H$ OMR CŒma-nÃH$ Ho$db CZgo hr gß~ß{YV h°ü& {H$gr ^r {dgßJ{V H$s pÒW{V _| AnZr ‡ÌZ-nwpÒVH$m ~XbZo hoVw VÀH$mb {ZarjH$ H$mo gy{MV H$a|ü& _hŒdnyU© {ZX}e F ‡mVÖ 10:30 ~Oo go nhbo narjm-H$j _| ‡ÌZ-nwpÒVH$m Z Imob|ü& F OMR CŒma-nÃH$ Ho$ Cn`w∫$ d Œm _| ghr CŒma H$mo Zrbo/H$mbo ~m∞b-fldmBßQ> noZ go {M{ïV H$aZo go nyd© g^r ‡ÌZm| H$mo ‹`mZnyd©H$ nãT> b|, H$maU ‡W_VÖ JbV CŒma Am°a EH$ hr ‡ÌZ Ho$ {bE EH$ go A{YH$ {dH$În Ho$ M`Z H$aZo na 0·25 ZH$mamÀ_H$ AßH$ H$m ‡mdYmZ h° Am°a {¤Vr`VÖ {H$gr ^r ‡H$ma H$s JbVr AWdm gwYma Ho$ {bE A{V[a∫$ OMR CŒma-nÃH$ Zht {X`m OmEJmü& F J°a-_mZH$ OMR CŒma-nÃH$ Ho$ Ï`dhma Ho$ _m_bo _|, narjmWu H$mo A{Zdm`©VÖ AnZm amob Zß~a, ‡ÌZ-nwpÒVH$m H´$_mßH$, ‡ÌZ-nwpÒVH$m H$moS> OMR CŒma-nÃH$ _| {X`o J`o ÒWmZ _| N>m`mß{H$V H$aZm hmoJm VWm AmJo Am°a nrN>o H$s Va\$ EH$ dU©_mbm Am°a gߪ`mÀ_H$ Í$n OMR CŒma-nÃH$ _| {bIZm hmoJmü& A›`Wm OMR CŒma-nÃH$ H$m _yÎ`mßH$Z Zht {H$`m OmEJmü& F narjm{W©`m| H$mo {ZarjH$ ¤mam Xr J`r CnpÒW{V/amob erQ> na Xmo ~ma hÒVmja H$aZo hm|Joü& nhbr ~ma O~ narjmWu narjm-H$j _| AnZr grQ> na ~°R> OmE±, VWm Xygar ~ma {ZarjH$ H$mo ‡ÌZ-nwpÒVH$m VWm OMR CŒma-nÃH$ gm¢nZo Ho$ g_`ü& AJa {H$gr narjmWu Zo OMR CŒma-nÃH$ VWm ‡ÌZ-nwpÒVH$m gm¢nVo d∫$ hÒVmja Zht {H$`m, Vmo Cgo AZwnpÒWV _mZm OmEJmü& F ‡ÌZ-nwpÒVH$m _| {Z{X©Ô> ÒWmZ na narjmWu AnZm amob Zß~a Òd¿N> Í$n _| {bI|ü& F narjmWu `h gw{Z{¸V H$a b| {H$ CZHo$ ¤mam {bIr J`r ‡ÌZ-nwpÒVH$m gߪ`m VWm gßJV ‡ÌZ-nwpÒVH$m H$moS> OMR CŒma-nÃH$ _| ghr h°ü& CXmhaU ÒdÍ$n, ‡ÌZ-nwpÒVH$m H$mo ^aVo g_`, `{X narjmWu H$mo ‡ÌZ-nwpÒVH$m "A' {_bo, Vmo OMR CŒma-nÃH$ _| {X`o J`o ~m∞äg _| "A' {bIZm hmoJm VWm OMR CŒma-nÃH$ _| "A' H$mo N>m`mß{H$V H$aZm hmoJmü& F narjmWu g^r Vah H$m aµ\$ (rough) H$m`© ‡ÌZ-nwpÒVH$m _| {X`o J`o ÒWmZ na H$a gH|$Joü& aµ\$ H$m`© OMR CŒma-nÃH$ `m A›` {H$gr Vah Ho$ H$mJO na Zht H$a gH|$Joü& `{X H$moB© aµ\$ H$m`© `m AmodaamBqQ>J OMR CŒma-nÃH$ na {H$`m J`m `m {daßOH$ H$m ‡`moJ {H$`m J`m, Vmo OMR CŒma-nÃH$ H$m _yÎ`mßH$Z Zht {H$`m OmEJmü& F ‡ÌZm| Ho$ _m‹`_/gßÒH$aU _| {H$gr ^r {dgßJ{V `m ^´_ H$s pÒW{V _| AßJ´oOr gßÒH$aU hr _m›` hmoJmü& F narjm Ho$ Xm°amZ {H$gr ^r narjmWu H$mo narjm Ho$›– N>moãS>Zo H$s AZw_{V Zht h°ü& F `{X H$moB© narjmWu JbV VarH$m AnZmVo h˛E nm`m OmVm h° AWm©V≤ ‡{V~ß{YV gm_J´r aIZm O°go _mo~mBb \$moZ, H°$ÎHw$boQ>a `m {H$gr Vah H$s d°⁄w{VH$ gm_J´r AWdm Amn{ŒmOZH$ dÒVw Am{X, {OgH$s narjm hm∞b/H$j _| AZw_{V Zht h°, Vmo Cgo A`moΩ` _mZm OmEJmü& SLRC–2024/P–III/1-E 5 [ P.T.O.  1. A number was increased by 40% and thereafter decreased by 40%. The net change in the number in percentage is (A) 16% increase (B) 16% decrease (C) 32% decrease (D) No change 1. ÎA°‡Ï>‡ &i°‡ Œ}J∏‡A° ö¯=Ï≥ 40% §ı[á˝° A°π‡ “í∫ "‡πÁ° t°‡π [ö·t° 40% “˘‡Œ A°π‡ “í∫°˙ ≈t°‡}≈ ö[π≥‡ot° Œ}J∏‡Ïi°‡π ≥Âk° ö[πØt¢°> Ì“Ï· (A) 16% §ı[á˝° (B) 16% “˘‡Œ (C) 32% “˘‡Œ (D) "ö[πØ[t¢°t° 1. &A¡[i¡ Î}J¸àìA¡ 40% ¤õ[‡ý¡ A¡¹à ÒÚ &¤} š¹¤t¢¡ãìt¡ 40% ÒùàÎ A¡¹à ÒÚ¡ú Åt¡à}ìŹ [>[¹ìJ Î}J¸à[i¡¹ ë³ài¡ š[¹¤t¢¡> Òº (A) 16% ¤õ[‡ý¡ (B) 16% ÒùàÎ (C) 32% ÒùàÎ (D) "š[¹¤[t¢¡t¡ 1. ~~o~m _moZgo {~gmZIm° {gJmß 40% ~mßhmoZm` Om`mo Amamo CZmd 40% I_m`Zm` Om`moü& Om°Imo›XmoAmd ~o {~gmZ{Z Am~wß gmobm`Zm`m OmXm| (A) 16% ~mßXm| (B) 16% I_ OmXm| (C) 32% I_ OmXm| (D) Oo~mo gmobm`mI° 1. EH$ gߪ`m _| 40% H$s d {’ H$s JB© Am°a CgHo$ ~mX 40% KQ>m Xr JB©ü& gߪ`m _| ew’ n[adV©Z ‡{VeV h° (A) 16% H$s d {’ (B) 16% H$s H$_r (C) 32% H$s H$_r (D) H$moB© ~Xbmd Zht 2. If the average age of A, B and C is 22 years and the average age of B and C is 25 years, then find the age of A after 9 years from now. (A) 25 years (B) 35 years (C) 50 years (D) 45 years SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 6  2. ô[É A, B "‡πÁ° C π Kÿl° §⁄Œ 22 §·π "‡πÁ° B "‡πÁ° C π Kÿl° §⁄Œ 25 §·π, Ît°Ïîz &[t°⁄‡π öπ‡ 9 §·ππ [ö·t° A π §⁄Œ “í§ (A) 25 §·π (B) 35 §·π (C) 50 §·π (D) 45 §·π 2. ™[ƒ A, B * C -&¹ KØl¡ ¤ÚÎ 22 ¤á¹ &¤} B * C -&¹ KØl¡ ¤ÚÎ 25 ¤á¹ ÒÚ, t¡ì¤ &J> ë=ìA¡ 9 ¤á¹ š¹ A-&¹ ¤ÚÎ A¡t¡ Òì¤, [>o¢Ú A¡¹ç¡>¡ú (A) 25 ¤á¹ (B) 35 ¤á¹ (C) 50 ¤á¹ (D) 45 ¤á¹ 2. Ow{X A, B Amamo C {Z JãS> ~°gmoAm 22 ~mogmoa Amamo B Amamo C {Z JãS> ~°gmoAm 25 ~mogmoa„bm, 9 ~mogmoa CZmd A {Z ~°gmoAm ~ogo~mß OmJmoZ? (A) 25 ~mogmoa (B) 35 ~mogmoa (C) 50 ~mogmoa (D) 45 ~mogmoa 2. `{X A, B Am°a C H$s Am°gV Am`w 22 df© VWm B Am°a C H$s Am°gV Am`w 25 df© h°, Vmo A~ go 9 gmb ~mX A H$s Am`w kmV H$s{OEü& (A) 25 df© (B) 35 df© (C) 50 df© (D) 45 df© 1 1 1 2 3. The smallest among , , and is 2 3 4 3 1 1 (A) (B) 2 3 1 2 (C) (D) 4 3 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 7 [ P.T.O.  1 1 1 2 3. , , "‡πÁ° t° >Ë∏>t°≥ ≥‡>π Œ}J∏‡Ïi°‡ Ì“Ï· 2 3 4 3 1 1 (A) (B) 2 3 1 2 (C) (D) 4 3 1 1 1 2 3. , , &¤} -&¹ ³ì‹¸ Û塉t¡³ Î}J¸à[i¡ Òº 2 3 4 3 1 1 (A) (B) 2 3 1 2 (C) (D) 4 3 1 1 1 2 3. , , Amamo {Z JoOoamd ~`{ZºwB Xw`{gZm 2 3 4 3 1 1 (A) (B) 2 3 1 2 (C) (D) 4 3 1 1 1 2 3. , , Am°a _| g~go N>moQ>m h° 2 3 4 3 1 1 (A) (B) 2 3 1 2 (C) (D) 4 3 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 8  x y z x +y+z 4. If = = , then is equal to 3 4 7 z (A) 2 (B) 3 (C) 4 (D) 5 x y z x +y+z 4. ô[É = = , Ît°Ïîz π ≥‡> “í§ 3 4 7 z (A) 2 (B) 3 (C) 4 (D) 5 x y z x +y+z 4. ™[ƒ = = , t¡àÒìº -&¹ γà> 3 4 7 z (A) 2 (B) 3 (C) 4 (D) 5 x y z x +y+z 4. Ow{X = = , A„bm Am g_mZ OmJmoZ 3 4 7 z (A) 2 (B) 3 (C) 4 (D) 5 x y z x +y+z 4. `{X = = , Vmo H$m _mZ g_mZ h° 3 4 7 z (A) 2 (B) 3 (C) 4 (D) 5 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 9 [ P.T.O.  5. Two numbers are in the ratio 2 : 3 and the product of their HCF and LCM is 96. The sum of the two numbers is (A) 18 (B) 20 (C) 22 (D) 24 5. ÉÂi°‡ Œ}J∏‡ 2:3 ">Âö‡t°t° "‡Ï· "‡πÁ° [Œ“Út°π K.Œ‡.l°¸. "‡πÁ° ∫.Œ‡.P°.-π öËπoÛ°∫ 96. Œ}J∏‡ ÉÂi°‡π Îô‡KÛ°∫ Ì“Ï· (A) 18 (B) 20 (C) 22 (D) 24 5. ƒå[i¡ Î}J¸à¹ ">åšàt¡ 2:3 &¤} t¡à샹 K.Îà.P¡. &¤} º.Îà.P¡.-¹ P¡oó¡º 96. Î}J¸à ƒå[i¡¹ ë™àKó¡º Òº (A) 18 (B) 20 (C) 22 (D) 24 5. _moZZ° {~gmZ{Z ÈOwOIm`m 2 : 3 Amamo {~gmoa{Z Xo.Am.gm. Amamo Xw.Am.gm. {Z gmZOm~Jmg°`m 96. ~o {~gmZ _moZZ°{Z gmZOm~Jmg°`m Om~m` (A) 18 (B) 20 (C) 22 (D) 24 5. Xmo gߪ`mE± 2 : 3 AZwnmV _| h¢ Am°a CZHo$ _hŒm_ g_mndV©H$ Am°a bKwV_ g_mndÀ`© H$m JwUZ\$b 96 h°ü& XmoZm| gߪ`mAm| H$m `moJ h° (A) 18 (B) 20 (C) 22 (D) 24 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 10  6. The value of 3 8 2 is (A) 1 (B) 3 (C) 2 (D) 4 6. 3 8 2 π ≥‡> “í§ (A) 1 (B) 3 (C) 2 (D) 4 6. 3 8 2 -&¹ ³à> (A) 1 (B) 3 (C) 2 (D) 4 6. 3 8 2 {Z _mZm (A) 1 (B) 3 (C) 2 (D) 4 6. 3 8 2 H$m _mZ h° (A) 1 (B) 3 (C) 2 (D) 4 7. A certain amount invested in a firm would become double at the end of one month, but it deducts an amount of R 120 on every doubling. A person invests an amount of R 105 and continues for 3 months without investing any additional amount. At the end of 3 months, his net income is (A) R 55 (B) R 0 (C) R 270 (D) R 45 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 11 [ P.T.O.  7. ÎA°‡Ï>‡ &A° §∏ØŒ‡⁄ ö¯[t°À°‡>t° ã> [§[>Ï⁄‡K A°[πÏ∫ &≥‡“π "îzt° &“¸ ã> ÉÂP°o ö[π≥‡oπ “⁄ÓK, [A°îÒ ö¯[t°À°‡>Ïi°‡ÏØ ö¯[t°§‡π ã> ÉÂP°o “íÏ∫“¸ R 120 A°‡[i° π‡ÏJ°˙ &\> ≥‡>ÂÏ“ &“¸ ö¯[t°À°‡>t° R 105 [§[>Ï⁄‡K A°Ïπ "‡πÁ° ÎA°‡Ï>‡ "[ãA° [§[>Ï⁄‡K >A°π‡ÓA° “¸⁄‡A° 3 ≥‡“Ó∫ W°∫‡“¸ [>Ï⁄°˙ 3 ≥‡“π "îzt° ≥‡>“\>π ≥Âk° "‡⁄ (A) R 55 (B) R 0 (C) R 270 (D) R 45 7. &A¡[i¡ [>[ƒ¢Ê¡ š[¹³ào "=¢ &A¡[i¡ ¤¸¤Îà šø[t¡Ë¡àì> [¤[>ìÚàK A¡¹ìº &A¡ ³àìι ëÅìÈ [‡P¡o ÒìÚ ™àÚ [A¡”ñ šø[t¡ [‡P¡ìo R 120 ëA¡ìi¡ ë>*Úà ÒÚ¡ú &A¡\> ¤¸[v¡û¡ R 105 [¤[>ìÚàK A¡ì¹ &¤} ëA¡àì>à "[t¡[¹v¡û¡ š[¹³ào [¤[>ìÚàK >à A¡ì¹ 3 ³àÎ ë¹ìJ ëƒÚ¡ú 3 ³àìι ëÅìÈ t¡à¹ ë³ài¡ "àÚ Òì¤ (A) R 55 (B) R 0 (C) R 270 (D) R 45 7. _moZgo \$mbmß{J \$gßWmZmd amß XmoZWw_mo„bm XmZgo Omo~Zm`md ~o amL>m \$mZZ° Om`moü& ZmWm` \$mZZ° OmJm\´$mo_~mo \$gßWmZm R 120 Im° XmZI'ZmZ° bm{I`moü& gmgo gw~wßL>m ~o \$mbmß{J \$gßWmZmd R 105 O_m XmoZmo Amamo Oo~mo C\´$m amß hmoXoambm~mZmo {~`mo ~o amßIm° XmZ 3 bm{I`moü& XmZ 3 {Z CZmd {~Wmß{Z Jw~° AmB`m OmJmoZ (A) R 55 (B) R 0 (C) R 270 (D) R 45 7. EH$ \$_© _| {Zdoe H$s JB© EH$ {Z{¸V am{e EH$ _hrZo Ho$ AßV _| XmoJwZr hmo OmEJr, bo{H$Z Bg_| ‡À`oH$ XmoJwZr na R 120 H$s am{e H$mQ> br OmVr h°ü& EH$ Ï`{∫$ Bg \$_© _| R 105 H$m {Zdoe H$aVm h° Am°a {~Zm {H$gr A{V[a∫$ am{e H$m {Zdoe {H$E 3 _hrZo VH$ Omar aIVm h°ü& 3 _hrZo Ho$ AßV _| CgH$s ew’ Am` hmoJr (A) R 55 (B) R 0 (C) R 270 (D) R 45 8. The count of prime numbers between 80 and 100 is (A) 2 (B) 5 (C) 3 (D) 4 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 12  8. 80 "‡πÁ° 100 π ≥‡\t° "Ø[—Çt° Î≥Ô[∫A° Œ}J∏‡ ÎA°“¸i°‡? (A) 2 (B) 5 (C) 3 (D) 4 8. 80 &¤} 100-&¹ ³ì‹¸ "¤[Ñ‚t¡ ë³ï[ºA¡ Î}J¸à A¡Ú[i¡? (A) 2 (B) 5 (C) 3 (D) 4 8. 80 Amamo 100 {Z JoOoamd _moZ~ogo amoXm AZ{O_m Xß? (A) 2 (B) 5 (C) 3 (D) 4 8. 80 Am°a 100 Ho$ ~rM A^m¡` gߪ`mAm| H$s {JZVr h° (A) 2 (B) 5 (C) 3 (D) 4 9. Find the value of [(10 7 ¸ 10 2 ) + (10 3 ¸ 10 -2 )] ¸ 10 5. (A) 100 (B) 200 (C) 2 (D) 1 7 2 3 -2 5 9. [(10 ¸ 10 ) + (10 ¸ 10 )] ¸ 10 π ≥‡> [>o¢⁄ A°πA°°˙ (A) 100 (B) 200 (C) 2 (D) 1 7 2 3 -2 5 9. [(10 ¸ 10 ) + (10 ¸ 10 )] ¸ 10 -&¹ ³à> [>o¢Ú A¡¹ç¡>¡ú (A) 100 (B) 200 (C) 2 (D) 1 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 13 [ P.T.O.  7 2 3 -2 5 9. [(10 ¸ 10 ) + (10 ¸ 10 )] ¸ 10 {Z _mZ {Xh˛Zü& (A) 100 (B) 200 (C) 2 (D) 1 7 2 3 -2 5 9. [(10 ¸ 10 ) + (10 ¸ 10 )] ¸ 10 H$m _mZ kmV H$s{OEü& (A) 100 (B) 200 (C) 2 (D) 1 10. If A : B = 3, then 144A : 36B is (A) 4 (B) 12 (C) 3 (D) 16 10. ô[É A : B = 3, Ît°Ïîz 144A : 36B π ≥‡> “í§ (A) 4 (B) 12 (C) 3 (D) 16 10. ™[ƒ A : B = 3, t¡ì¤ 144A : 36B -¹ ³à> Òì¤ (A) 4 (B) 12 (C) 3 (D) 16 10. Ow{X A : B = 3, A„bm 144A : 36B {Z _mZm (A) 4 (B) 12 (C) 3 (D) 16 10. `{X A : B = 3, Vmo 144A : 36B H$m _mZ h° (A) 4 (B) 12 (C) 3 (D) 16 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 14  11. The fraction equivalent of the recurring number 2 × 19 is 271 217 (A) (B) 99 99 219 291 (C) (D) 90 90 11. ÎöÔ>@öÂ[>A° Œ}J∏‡ 2 × 19 π Œ≥t°∫∏ Æ°Nó‡}≈ Ì“Ï· 271 217 (A) (B) 99 99 219 291 (C) (D) 90 90 11. "à¤õv¡ Î}J¸à 2 × 19 -&¹ γt塺¸ ®¡N—à}Å Òº 271 217 (A) (B) 99 99 219 291 (C) (D) 90 90 11. 2 × 19 Omo~Wmh°amo{L> Omdbo{\$ZZm` AZ{O_m{Z g_mZ ~moImd Imo›Xmo _ham 271 217 (A) (B) 99 99 219 291 (C) (D) 90 90 11. AmdVu gߪ`m 2 × 19 H$m g_VwÎ` {^fi hmoJm 271 217 (A) (B) 99 99 219 291 (C) (D) 90 90 12. The largest of 2 6 , 3 5 , 4 4 and 5 3 is (A) 2 6 (B) 3 5 (C) 4 4 (D) 5 3 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 15 [ P.T.O.  6 5 4 12. 2 , 3 , 4 "‡πÁ° 5 3 Œ}J∏‡ÏA°“¸i°‡π ŒÏ§¢‡ZW° ≥‡>π Œ}J∏‡Ïi°‡ “í§ (A) 2 6 (B) 3 5 (C) 4 4 (D) 5 3 6 5 4 12. 2 , 3 , 4 &¤} 5 3-&¹ ³ì‹¸ ¤õÒv¡³[i¡ Òº (A) 2 6 (B) 3 5 (C) 4 4 (D) 5 3 6 5 4 12. 2 , 3 , 4 Amamo 5 3 {Z JoOoamd Xoa{gZm (A) 2 6 (B) 3 5 (C) 4 4 (D) 5 3 6 5 4 12. 2 , 3 , 4 Am°a 5 3 _| g~go ~ãS>m h° (A) 2 6 (B) 3 5 (C) 4 4 (D) 5 3 13. For a bicycle rider, it is seen that for every two complete pedaling, the front wheel of the bicycle makes 3 complete turns. If the radius of the bicycle wheel is 70 cm, the distance (in metres) covered by the bicycle in 10 complete pedaling is (A) 7p (B) 14p (C) 21p (D) 28p 13. &\> W°‡“¸ÏA°∫ "‡Ïπ‡“„π Τ°yt° ÎÉJ‡ Kí∫ Îô Ît°*Ú ÎöÏl°∫t° ÉÂi°‡ Œ¥öËo¢ ö‡A° ≥‡[πÏ∫ W°‡“¸ÏA°∫J>π "‡KW°A°‡Ïi°‡ÏØ Œ¥öËo¢ 3 ö‡A° ≥‡Ïπ°˙ ô[É W°‡“¸ÏA°∫π W°A°‡π §∏‡Œ‡á˝¢° 70 ÎW°. [≥. “⁄, Ît°Ïîz ÎöÏl°∫π 10i°‡ Œ¥öËo¢ ö‡A°t° W°‡“¸ÏA°∫JÏ> [A°≥‡>ÉËπ ö= ([≥i°‡π &A°A°t°) "[t°y˚°≥ A°[π§? (A) 7p (B) 14p (C) 21p (D) 28p 13. &A¡ ÎàÒüìA¡º "àì¹àÒã¹ ëÛ¡ìy ëƒJà ™àÚ ë™ ƒå[i¡ š¸àìl¡º δšèo¢ Òìº ÎàÒüìA¡ìº¹ Îà³ì>¹ W¡àA¡à¹ [t¡>[i¡ "à¤t¢¡> šèo¢ ÒÚ¡ú ™[ƒ ÎàÒüìA¡ìº¹ W¡àA¡à¹ ¤¸àÎà‹¢ 70 ëÎ. [³. ÒÚ, t¡ì¤ 10[i¡ δšèo¢ š¸àìl¡ìº ÎàÒüìA¡º[i¡¹ "[t¡yû¡³ A¡¹à ƒè¹Œ ([³i¡àì¹) Òº (A) 7p (B) 14p (C) 21p (D) 28p SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 16  13. gmgo gmBHo$b gmbm`J´m`m Zw~m`{X, {~`mo noXobIm° IZ 2 gmoa {\$qX„bm, {gJmß{Z gmIm`m IZ 3 gmoa{J{XL>moü& Ow{X gmBHo$b gmIm{Z gImdm 70 go. {_. Om`mo, A„bm noXobIm° IZ 10 gmoa {\$qX„bm, gmBHo$bm ~ogo JmoOmZ ({_Q>mamd) ImabmßJmoZ? (A) 7p (B) 14p (C) 21p (D) 28p 13. EH$ gmB{H$b gdma Ho$ {bE `h XoIm J`m {H$ ‡À`oH$ Xmo nyU© n°S>qbJ Ho$ {bE gmB{H$b H$m AJbm n{h`m 3 nyU© Kw_md ~ZmVm h°ü& `{X gmB{H$b Ho$ n{h`o H$s {á`m 70 go0 _r0 h°, Vmo 10 nyU© n°S>qbJ _| gmB{H$b ¤mam V` H$s JB© Xyar (_rQ>a _|) h° (A) 7p (B) 14p (C) 21p (D) 28p 14. The base and the height of a right-angled triangle are equal in magnitude and the length of the third side is 2 2 cm. The area of the triangle is (A) 2 sq. cm (B) 2 2 sq. cm (C) 4 sq. cm (D) 4 2 sq. cm 14. &i°‡ Œ≥ÏA°‡o„ [yÆ°\π ÆË°[≥ "‡πÁ° l°¸ZW°t°‡π ÌÉQ¢∏ Œ≥‡> "‡πÁ° tı°t°„⁄Ïi°‡ §‡◊π ÌÉQ¢∏ 2 2 ÎW°. [≥.°˙ [yÆ°\Ïi°‡π Τ°yÛ°∫ (A) 2 §K¢ ÎW°. [≥. (B) 2 2 §K¢ ÎW°. [≥. (C) 4 §K¢ ÎW°. [≥. (D) 4 2 §K¢ ÎW°. [≥. 14. &A¡[i¡ γìA¡àoã [y®å¡ì\¹ ®è¡[³ * l¡üZW¡t¡à¹ š[¹³àš γà> &¤} tõ¡t¡ãÚ ¤à×¹ íƒQ¢¸ 2 2 ëÎ. [³.¡ú [y®å¡\[i¡¹ ëÛ¡yó¡º Òº (A) 2 ¤K¢ ëÎ. [³. (B) 2 2 ¤K¢ ëÎ. [³. (C) 4 ¤K¢ ëÎ. [³. (D) 4 2 ¤K¢ ëÎ. [³. 14. Jßgo IZm{W AmImp›WWm_{Z hmgm Amamo Om°WmB{Z Jmobmdm EIo Amamo {~{Z 3 {W AmImp›W{Z bmCWmB`m 2 2 go. {_.ü& ~o AmImp›WWm_{Z H$m{b`m (A) 2 ~J© go. {_. (B) 2 2 ~J© go. {_. (C) 4 ~J© go. {_. (D) 4 2 ~J© go. {_. SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 17 [ P.T.O.  14. EH$ g_H$moU {Ã^wO H$m AmYma Am°a CgH$s D±$MmB© n[a_mU _| ~am~a h° Am°a Vrgar ^wOm H$s bÂ~mB© 2 2 go0 _r0 h°ü& {Ã^wO H$m joÃ\$b h° (A) 2 dJ© go0 _r0 (B) 2 2 dJ© go0 _r0 (C) 4 dJ© go0 _r0 (D) 4 2 dJ© go0 _r0 15. In a range of consecutive numbers starting with 1, all the even numbers are removed. From the remaining, consider the first 7 numbers. The sum of these 7 numbers is (A) 35 (B) 42 (C) 49 (D) 56 15. 1 π öπ‡ "‡π¥± A°π‡ y˚°[≥A° Œ}J∏‡π ÎA°‡Ï>‡ &i°‡ ö[πŒπt° “¸⁄‡t° =A°‡ ŒA°Ï∫‡Ï§‡π ôÂOµ Œ}J∏‡ "Ú‡t°π‡“¸ [É⁄‡ “í∫°˙ "Ø[≈ ° Œ}J∏‡Œ≥Ë“π ö¯=≥ 7i°‡ Œ}J∏‡ [§Ï§W°>‡ A°π‡ “í∫°˙ &“¸ 7i°‡ Œ}J∏‡π ≥Âk° Îô‡KÛ°∫ Ì“Ï· (A) 35 (B) 42 (C) 49 (D) 56 15. 1 [ƒìÚ Ç¡¹ç¡ Ò*Úà yû¡[³A¡ Î}J¸àP¡[º¹ š[¹Î¹ ë=ìA¡ γÑz ë\àØl¡ Î}J¸à Î[¹ìÚ ëó¡ºà Òº¡ú "¤[ÅÊ¡P¡[º ë=ìA¡ šø=³ 7[i¡ Î}J¸à [¤ì¤W¡>à A¡¹à ÒÚ¡ú &Òü 7[i¡ Î}J¸à¹ ë™àKó¡º Òº (A) 35 (B) 42 (C) 49 (D) 56 15. 1 Om| Ow[aOoZZm` Xm|go AZ{O_m bm[a{Z\´$m` Jmg° Oam AZ{O_m\$moaIm° ~moImaZm` Om~m`ü& WmbmßZm`\$moa{Z\´$m` {gJmß{Z _moZ 7 AZ{O_m\$moaIm° gmZZmZ° Zm`ü& ~o _moZ 7 AZ{O_m\$moa{Z XmOm~Jmg°`m OmJmoZ (A) 35 (B) 42 (C) 49 (D) 56 15. 1 go ewÍ$ hmoZo dmbr bJmVma gߪ`mAm| H$s ˚mß Ibm _|, g^r g_ gߪ`mE± hQ>m Xr OmVr h¢ü& eof _| go ‡W_ 7 gߪ`mAm| na {dMma H$s{OEü& BZ 7 gߪ`mAm| H$m `moJ h° (A) 35 (B) 42 (C) 49 (D) 56 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 18  16. Two numbers A and B are first added and squared to get C. In the next step, B is subtracted from A and the result is squared to get D. The result C – D expressed in terms of A and B is (A) A(A + B ) (B) 4(A - B ) AB (C) (D) 4AB 4 16. ÉÂi°‡ Œ}J∏‡ A "‡πÁ° B π Îô‡KÛ°∫A° §K¢ A°π‡t° C Îö‡Ø‡ Kí∫°˙ öπØt¢°„ n°‡öt° A π öπ‡ B [§Ï⁄‡K A°[π §K¢ A°π‡t° D Îö‡Ø‡ Kí∫°˙ C – D A° A "‡πÁ° B t° ö¯A°‡≈ A°[πÏ∫ ö¯A°‡≈π‡[≈Ïi°‡ “í§ (A) A(A + B ) (B) 4(A - B ) AB (C) (D) 4AB 4 16. ƒå[i¡ Î}J¸à A * B ëA¡ šø=ì³ ë™àK A¡¹à ÒÚ &¤} ¤K¢ A¡ì¹ C šà*Úà ™àÚ¡ú š¹¤t¢¡ã ‹àìš A ë=ìA¡ B [¤ìÚàK A¡¹à ÒÚ &¤} ó¡ºàó¡º ¤K¢ A¡¹ìº D šà*Úà ™àÚ¡ú A * B -&¹ ÎàÒà외 š[¹oà³ C – D ëA¡ šøA¡àÅ A¡¹ìº Òì¤ (A) A(A + B ) (B) 4(A - B ) AB (C) (D) 4AB 4 16. A Amamo B AZ{O_mIm° XmOm~ZmZ° Amamo CZmd ~J© {Xh˛ZZmZ° C _moZ~m`ü& CZ{Z \$m[a`md B Im° A {Z\´$m` XmZI'ZmZ° {~{Z {\$Z{Z ~J© {Xh˛ZZmZ° D _moZ~m`ü& C – D Im° A Amamo B {~Xm~md \$moa_m`„bm (A) A(A + B ) (B) 4(A - B ) AB (C) (D) 4AB 4 16. C ‡m· H$aZo Ho$ {bE nhbo Xmo gߪ`mAm| A Am°a B H$mo OmoãS>m OmVm h° VWm CZH$m dJ© {H$`m OmVm h°ü& AJbo MaU _|, A _| go B H$mo KQ>m`m OmVm h° Am°a D ‡m· H$aZo Ho$ {bE Bg n[aUm_ H$m dJ© {H$`m OmVm h°ü& n[aUm_ C – D H$mo A Am°a B Ho$ Í$n _| Ï`∫$ H$aZo na hmoJm (A) A(A + B ) (B) 4(A - B ) AB (C) (D) 4AB 4 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 19 [ P.T.O.  17. Find the least number by which 1250 must be multiplied to make it a perfect square. (A) 4 (B) 3 (C) 5 (D) 2 17. >Ë∏>t°≥ [A° Œ}J∏‡Ïπ 1250A° öËπo A°[πÏ∫ &i°‡ öËo§¢ K¢ Œ}J∏‡ Îö‡Ø‡ ô‡§? (A) 4 (B) 3 (C) 5 (D) 2 17. Τ¢[>³— Î}J¸à ™à¹ ‡à¹à 1250 ëA¡ P¡o A¡¹ìº šèo¢ ¤K¢ Î}J¸à šà*Úà ™àÚ ëÎ[i¡ [>o¢Ú A¡¹ç¡>¡ú (A) 4 (B) 3 (C) 5 (D) 2 17. 1250 Im° Am~wß ~J© Imbm_Zmo„bm ~~o Xw`{gZ AZ{O_mOm| gmZOm~ZmßJmoZü& (A) 4 (B) 3 (C) 5 (D) 2 17. dh ›`yZV_ gߪ`m kmV H$s{OE, {Oggo 1250 H$mo EH$ nyU© dJ© ~ZmZo Ho$ {bE JwUm {H$`m OmZm Mm{hEü& (A) 4 (B) 3 (C) 5 (D) 2 18. When the numerator of a fraction is multiplied by 4 and the denominator by 9, the fraction reverses. The fraction is 4 2 (A) (B) 5 3 5 3 (C) (D) 4 2 18. &i°‡ Æ°Nó‡}≈π ∫§A° 4 Îπ "‡πÁ° “πA° 9 Îπ öËπo A°[πÏ∫ Æ°Nó‡}≈Ïi°‡π ö¯[t°Ï∫‡≥ Îö‡Ø‡ ô‡⁄°˙ Æ°Nó‡}≈Ïi°‡ Ì“Ï· 4 2 (A) (B) 5 3 5 3 (C) (D) 4 2 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 20  18. &A¡[i¡ ®¡N—à}ìŹ º¤ìA¡ 4 ‡à¹à &¤} Ò¹ìA¡ 9 ‡à¹à P¡o A¡¹à Òìº ®¡N—à}Å[i¡ l¡üìÂi¡ ™àÚ¡ú ®¡N—à}Å[i¡ Òº 4 2 (A) (B) 5 3 5 3 (C) (D) 4 2 18. Oo„bm _moZgo ~moImdImo›Xmo{Z \$mZIm° 4 Om| gmZOm~mo Amamo O~Im° 9 Om|, ~o ~moImdImo›XmoAm CÎWm {J{XL>moü& ~o ~moImdImo›XmoAm 4 2 (A) (B) 5 3 5 3 (C) (D) 4 2 18. O~ {H$gr {^fi Ho$ Aße H$mo 4 go Am°a ha H$mo 9 go JwUm {H$`m OmVm h°, Vmo {^fi CbQ> OmVm h°ü& dh {^fi h° 4 2 (A) (B) 5 3 5 3 (C) (D) 4 2 19. At what percentage of simple interest does an amount of money double in 12 years? 1 1 (A) 9 % (B) 8 % 2 2 1 1 (C) 8 % (D) 9 % 3 3 19. Œπ∫ ŒÂt°t° ÎA°‡Ï>‡ ≥Ë∫ã> 12 §·ππ ≥Ëπt° ÉÂP°o “í§Ó∫ Œπ∫ ŒÂt°π “‡π [A°≥‡> “í§ ∫‡[K§? 1 1 (A) 9 % (B) 8 % 2 2 1 1 (C) 8 % (D) 9 % 3 3 19. ιº Îå샹 A¡t¡ Åt¡à}Å Òàì¹ ³èº‹> 12 ¤áì¹ [‡P¡o ÒÚ? 1 1 (A) 9 % (B) 8 % 2 2 1 1 (C) 8 % (D) 9 % 3 3 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 21 [ P.T.O.  19. _moZgo AmgmobIm° ~mogmoamd ~ogo hma° Jmoab° gwX gmZ„bm 12 ~mogmoamd ~o Amgmobm \$mZZ° OmJmoZ? 1 1 (A) 9 % (B) 8 % 2 2 1 1 (C) 8 % (D) 9 % 3 3 19. gmYmaU „`mO Ho$ {H$VZo ‡{VeV na H$moB© YZam{e 12 dfm] _| XmoJwZr hmo OmEJr? 1 1 (A) 9 % (B) 8 % 2 2 1 1 (C) 8 % (D) 9 % 3 3 20. The ratio of the radii of two circles is 1 : 3. The ratio of their areas is (A) 1 : 6 (B) 2 : 9 (C) 1 : 9 (D) 6 : 9 20. ÉÂi°‡ §ıv°π §∏‡Œ‡á˝¢°π ">Âö‡t° 1 : 3. §ıv° ÉÂi°‡π Τ°yÛ°∫π ">Âö‡t° “í§ (A) 1 : 6 (B) 2 : 9 (C) 1 : 9 (D) 6 : 9 20. ƒå[i¡ ¤õìv¡¹ ¤¸àÎàì‹¢¹ ">åšàt¡ 1 : 3. t¡à샹 ëÛ¡yó¡ìº¹ ">åšàt¡ Òº (A) 1 : 6 (B) 2 : 9 (C) 1 : 9 (D) 6 : 9 20. ~|IZ _moZZ°{Z gImd\$moa{Z ÈOwOIm`m 1 : 3. {~gmoa{Z H$m{b{Z ÈOwOIm`m (A) 1 : 6 (B) 2 : 9 (C) 1 : 9 (D) 6 : 9 20. Xmo d Œmm| H$s {á`mAm| H$m AZwnmV 1 : 3 h°ü& CZHo$ joÃ\$bm| H$m AZwnmV hmoJm (A) 1 : 6 (B) 2 : 9 (C) 1 : 9 (D) 6 : 9 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 22  21. 100% of 100 when added to 200% of 200 would result (A) 300 (B) 400 (C) 500 (D) 600 21. 100 π 100% π ∫Kt° 200 π 200% Îô‡K A°[πÏ∫ Û°∫‡Û°∫ “í§ (A) 300 (B) 400 (C) 500 (D) 600 21. 100-&¹ 100%-&¹ Îàì= 200-&¹ 200% ë™àK A¡¹ìº ó¡ºàó¡º Òì¤ (A) 300 (B) 400 (C) 500 (D) 600 21. 100 {Z 100% Amamo 200 {Z 200% Im° XmOm~mo„bm _moZJmoZ (A) 300 (B) 400 (C) 500 (D) 600 21. 200 Ho$ 200% _| 100 H$m 100% OmoãS>Zo na n[aUm_ ‡m· hmoJm (A) 300 (B) 400 (C) 500 (D) 600 22. If a + b = 8, b + c = 20 and a + c = 18, then the value of a 2 + b 2 is (A) 34 (B) 43 (C) 46 (D) 64 22. ô[É a + b = 8, b + c = 20 "‡πÁ° a + c = 18, Ît°Ïîz a 2 + b 2 π ≥‡> “í§ (A) 34 (B) 43 (C) 46 (D) 64 22. ™[ƒ a + b = 8, b + c = 20 &¤} a + c = 18 ÒÚ t¡ì¤ a 2 + b 2 -&¹ ³à> Òì¤ (A) 34 (B) 43 (C) 46 (D) 64 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 23 [ P.T.O.  22. Ow{X a + b = 8, b + c = 20 Amamo a + c = 18, A„bm a 2 + b 2 {Z _mZm (A) 34 (B) 43 (C) 46 (D) 64 22. `{X a + b = 8, b + c = 20 Am°a a + c = 18, Vmo a 2 + b 2 H$m _mZ h° (A) 34 (B) 43 (C) 46 (D) 64 23. If 2 x = 32, then the value of x is (A) 4 (B) 5 (C) 6 (D) 7 23. ô[É 2 x = 32, Ît°Ïîz x π ≥‡> “í§ (A) 4 (B) 5 (C) 6 (D) 7 23. ™[ƒ 2 x = 32 ÒÚ, t¡ì¤ x -&¹ ³à> Òº (A) 4 (B) 5 (C) 6 (D) 7 23. Ow{X 2 x = 32, A„bm x {Z _mZm (A) 4 (B) 5 (C) 6 (D) 7 23. `{X 2 x = 32, Vmo x H$m _mZ h° (A) 4 (B) 5 (C) 6 (D) 7 24. The sum of 5 consecutive odd numbers is found to be 95. The largest of the numbers is (A) 17 (B) 21 (C) 23 (D) 19 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 24  24. 5i°‡ y˚°[≥A° "ôÂOµ Œ}J∏‡π Îô‡KÛ°∫ 95 Îö‡Ø‡ Kí∫°˙ Œ}J∏‡ÏA°“¸i°‡π "‡i°‡“¸t°ÓA° l°‡R°π Œ}J∏‡Ïi°‡ Ì“Ï· (A) 17 (B) 21 (C) 23 (D) 19 24. 5[i¡ yû¡[³A¡ "™åOµ Î}J¸à¹ ë™àKó¡º 95 šà*Úà ëKº¡ú Î}J¸àP¡[º¹ ³ì‹¸ ¤õÒv¡³[i¡ Òº (A) 17 (B) 21 (C) 23 (D) 19 24. \$m[a`° _moZ 5 ~oO'am AZ{O_m\$moa{Z XmOm~Jmg°`m 95. ~`{ZºwB Xoa{gZ AZ{O_m`m Om~m` (A) 17 (B) 21 (C) 23 (D) 19 24. 5 H´$_mJV {df_ gߪ`mAm| H$m `moJ 95 nm`m OmVm h°ü& g~go ~ãS>r gߪ`m h° (A) 17 (B) 21 (C) 23 (D) 19 25. If the decimal number 34p5 is divisible by 9, then the value of p is (A) 8 (B) 7 (C) 4 (D) 6 25. ô[É É≈[≥A° Œ}J∏‡ 34p5 Îi°‡ 9 Îπ [§Æ°‡\∏ “⁄, Ît°Ïîz p π ≥‡> “í§ (A) 8 (B) 7 (C) 4 (D) 6 25. ™[ƒ ƒÅ[³A¡ Î}J¸à 34p5 [i¡ 9 ‡à¹à [¤®¡à\¸ ÒÚ, t¡àÒìº p-&¹ ³à> Òì¤ (A) 8 (B) 7 (C) 4 (D) 6 25. Ow{X Xe{_H$ AZ{O_m 34p5 Im° 9 Om| amZOm`mo, A„bm p {Z _mZm (A) 8 (B) 7 (C) 4 (D) 6 25. `{X Xe_bd gߪ`m 34p5, 9 go {d^m¡` h°, Vmo p H$m _mZ h° (A) 8 (B) 7 (C) 4 (D) 6 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 25 [ P.T.O.  26. The maximum area of the circle that can be drawn within a square of side 4 cm is (A) 4p 2 cm 2 (B) 4p cm 2 p p2 (C) cm 2 (D) cm 2 4 4 26. 4 ÎW°. [≥. §‡◊π §K¢Ï¤°y &i°‡π [Æ°t°πt° "Ú‡[A°§ öπ‡ §ıv° &i°‡π ŒÏ§¢‡ZW° Τ°yÛ°∫ “í§ (A) 4p 2 §K¢ ÎW°. [≥. (B) 4p §K¢ ÎW°. [≥. p 2 (C) §K¢ ÎW°. [≥. (D) p §K¢ ÎW°. [≥. 4 4 26. 4 ëÎ. [³. ¤à×[¤[ÅÊ¡ &A¡[i¡ ¤K¢ìÛ¡ìy¹ [®¡t¡ì¹ "òàA¡ìt¡ šà¹à ¤õìv¡¹ Î줢àZW¡ ëÛ¡yó¡º Òì¤ (A) 4p 2 ¤K¢ ëÎ. [³. (B) 4p ¤K¢ ëÎ. [³. p 2 (C) ¤K¢ ëÎ. [³. (D) p ¤K¢ ëÎ. [³. 4 4 26. 4 go. {_. AmImp›W JmoZmß ~J©{Z {gL>md ~moZmo hmZm` ~|IZ{Z Xoa{gZ H$m{b`m (A) 4p 2 ~J© go. {_. (B) 4p ~J© go. {_. p 2 (C) ~J© go. {_. (D) p ~J© go. {_. 4 4 26. 4 go0 _r0 AmH$ma Ho$ EH$ dJ© Ho$ ^rVa ItMo Om gH$Zo dmbo d Œm H$m A{YH$V_ joÃ\$b h° (A) 4p 2 dJ© go0 _r0 (B) 4p dJ© go0 _r0 p 2 (C) dJ© go0 _r0 (D) p dJ© go0 _r0 4 4 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 26  27. If today is Sunday, then the day after 92 days will be (A) Saturday (B) Friday (C) Sunday (D) Monday 27. ô[É "‡[\ π[§§‡π “⁄, Ît°Ïîz 92 [É>π ≥Ëππ [É>Ïi°‡ “í§ (A) ≈[>§‡π (B) «°y˚°§‡π (C) π[§§‡π (D) ÎŒ‡≥§‡π 27. ™[ƒ "à\ ¹[¤¤à¹ ÒÚ, t¡àÒìº 92 [ƒ> šì¹¹ [ƒ>[i¡ Òì¤ (A) Å[>¤à¹ (B) Ç¡yû¡¤à¹ (C) ¹[¤¤à¹ (D) ëÎ೤๠27. Ow{X {XZ°{Z gmZm a{~~ma, A„bm 92 gmZ{Z CZmd _m gmZ OmJmoZ? (A) e{Z~ma (B) ewH´$~ma (C) a{~~ma (D) g_~ma 27. `{X AmO a{ddma h°, Vmo 92 {XZm| Ho$ ~mX H$m {XZ hmoJm (A) e{Zdma (B) ewH´$dma (C) a{ddma (D) gmo_dma 28. When three times of a given number is subtracted from the square of the number, the result is the number itself. The number is (A) 4 (B) 2 (C) – 2 (D) – 4 28. ÎA°‡Ï>‡ &A° Œ}J∏‡π §K¢≥‡>π öπ‡ Œ}J∏‡Ïi°‡π [t°[> P°o [§Ï⁄‡K A°[πÏ∫ öÂ>π ÎŒ“¸ Œ}J∏‡Ïi°‡ÏØ“¸ Îö‡Ø‡ ô‡⁄°˙ Œ}J∏‡Ïi°‡ Ì“Ï· (A) 4 (B) 2 (C) – 2 (D) – 4 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 27 [ P.T.O.  28. &A¡[i¡ šøƒv¡ Î}J¸à¹ [t¡> P¡o Î}J¸à[i¡¹ ¤K¢ ë=ìA¡ [¤ìÚàK A¡¹à Òìº š[¹oà³ [ÒìÎì¤ šå>¹àÚ Î}J¸à[i¡Òü šà*Úà ™àÚ¡ú Î}J¸à[i¡ Òº (A) 4 (B) 2 (C) – 2 (D) – 4 28. Ow{X _moZgo AZ{O_m{Z ~J©{Z\´$m` {~{Z gmZOm~JmWm_Im° XmZI'`mo, A„bm {\$Zm ~o AZ{O_m`mZmo Om`moü& {~`mo Om~m` (A) 4 (B) 2 (C) – 2 (D) – 4 28. O~ {H$gr gߪ`m H$m VrZ JwZm Cg gߪ`m Ho$ dJ© go KQ>m {X`m OmVm h°, Vmo n[aUm_ dhr gߪ`m hmoVr h°ü& dh gߪ`m h° (A) 4 (B) 2 (C) – 2 (D) – 4 29. In Roman numeral, XCI represents the decimal number (A) 41 (B) 21 (C) 91 (D) 111 29. Îπ‡≥‡> Œ}J∏‡ XCI Î⁄ §ÂÏ\‡Ø‡ É≈[≥A° Œ}J∏‡Ïi°‡ Ì“Ï· (A) 41 (B) 21 (C) 91 (D) 111 29. ë¹à³à> Î}J¸à XCI ‡à¹à [W¡[Òû¡t¡ A¡¹à ƒÅ[³A¡ Î}J¸à[i¡ Òº (A) 41 (B) 21 (C) 91 (D) 111 29. a_mZ hmßImoAmd XCI {Z Xe{_H$ AZ{O_m`m Om`mo (A) 41 (B) 21 (C) 91 (D) 111 29. amo_Z AßH$m| _| XCI {Og Xe_bd gߪ`m H$m ‡{V{Z{YÀd H$aVm h°, dh h° (A) 41 (B) 21 (C) 91 (D) 111 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 28  30. A ladder of length 13 m is leaning against a vertical wall with the upper end at the height of 5 m. The horizontal distance between the foot of the wall and the lower end of the ladder is (A) 9 m (B) 5 m (C) 11 m (D) 12 m 30. 13 [≥. ÌÉQ¢∏π \J∫‡ &l°‡∫ l°¸∫¥¨ ÎÉ؇∫ &J>t° Γ∫‡> [É "‡Ï· "‡πÁ° “¸⁄‡π *öππ ≥ËπÏi°‡ 5 [≥. l°¸ZW°t°‡t° "‡Ï·°˙ ÎÉ؇∫J>π ö‡É[§ñÉ "‡πÁ° \J∫‡π t°∫π ≥Ëππ ≥‡\π ">ÂÆË°[≥A° ÉËπŒ Ì“Ï· (A) 9 [≥. (B) 5 [≥. (C) 11 [≥. (D) 12 [≥. 30. 13 [³. íƒìQ¢¸¹ &A¡[i¡ ³Òü &A¡[i¡ l¡üº´¬ ëƒ*Úà캹 Îàì= &³>®¡àì¤ ëÒìº "àìá ë™ t¡à¹ l¡üšì¹¹ šøà”z 5 [³. l¡üZW¡t¡àÚ "¤[Ñ‚t¡¡ú ëƒ*Úà캹 šàƒìƒÅ &¤} ³ÒüìÚ¹ >ãìW¡¹ šøàì”z¹ ³ì‹¸ "à>å®è¡[³A¡ ƒè¹Œ Òº (A) 9 [³. (B) 5 [³. (C) 11 [³. (D) 12 [³. 30. 13 {_. Jmobmd Omߪbm JßgoIm° Wm|Jmoa ~oam`md JmoOm°qW 5 {_. Om°WmB`md gmoZma hmoZmZ° XmoZXm|ü& ~oam{Z Wmbm{Z\´$m` hmÚ|L>° Omߪbm{Z Jmhm`qW{Z Jw{X{g_ OmZWmB`m ~ogo? (A) 9 {_. (B) 5 {_. (C) 11 {_. (D) 12 {_. 30. 13 _r0 bÂ~r EH$ grãT>r EH$ D$‹dm©Ya Xrdma na PwH$s h˛B© h°, {OgH$m D$nar {gam 5 _r0 H$s D±$MmB© na h°ü& Xrdma Ho$ {ZMbo {gao Am°a grãT>r Ho$ {ZMbo {gao Ho$ ~rM H$s j°{VO Xyar h° (A) 9 _r0 (B) 5 _r0 (C) 11 _r0 (D) 12 _r0 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 29 [ P.T.O.  31. The median of the sequence of numbers 2, – 1, 3, 1, – 2, 5, 6 is (A) 1 (B) – 1 (C) 2 (D) 3 31. 2, – 1, 3, 1, – 2, 5, 6 Œ}J∏‡y˚°≥Ïi°‡π ≥ã∏≥‡ Ì“Ï· (A) 1 (B) – 1 (C) 2 (D) 3 31. Î}J¸à ">åyû¡³ 2, – 1, 3, 1, – 2, 5, 6 -&¹ ³‹¸³à Òº (A) 1 (B) – 1 (C) 2 (D) 3 31. AZ{O_m \$m[a 2, – 1, 3, 1, – 2, 5, 6 {Z JoOoa_m`m (A) 1 (B) – 1 (C) 2 (D) 3 31. gߪ`mAm| Ho$ AZwH´$_ 2, – 1, 3, 1, – 2, 5, 6 H$m _m‹`H$ h° (A) 1 (B) – 1 (C) 2 (D) 3 32. A person moves along a path such that he is always away from a given point by 7 m. After moving for some time, he again reaches his starting point. The approximate distance the person moved during the time is (A) 22 m (B) 44 m (C) 122 m (D) 144 m SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 30  32. &\> ≥‡>ÂÏ“ &A° ö¯Év° [§ñÉÂπ öπ‡ ŒÉ‡Ï⁄ 7 [≥. ÉËπŒ §\‡“¸ π‡[J &A° [>[É¢ ° öÏ=Ïπ K[t° A°Ïπ°˙ [A°·Â Œ≥⁄ &Ï>ÉÏπ K[t° A°[π Ît°*Ú öÂ>π ô‡y‡π "‡π¥±o„ —LJ>t° l°¸ö>„t° “⁄ÓK°˙ &“¸ Œ≥⁄Ï·‡Ø‡t° Ît°*Ú "[t°y˚°≥ A°π‡ ÉËπŒπ "‡Œƒ ≥‡> Ì“Ï· (A) 22 [≥. (B) 44 [≥. (C) 122 [≥. (D) 144 [≥. 32. &A¡\> ¤¸[v¡û¡ &³> &A¡[i¡ š= ‹ì¹ W¡ìº ë™ ëΠΤ¢ƒà &A¡[i¡ [>[ƒ¢Ê¡ [¤–ƒå ë=ìA¡ 7 [³. ƒè¹Œ ¤\àÚ ¹àìJ¡ú [A¡áåÛ¡o W¡ºà¹ š¹ ëÎ "à¤à¹ t¡à¹ šøà¹[´±A¡ [¤–ƒåìt¡ ëšïòáàÚ¡ú &Òü γìÚ¹ 뮡t¡ì¹ ¤¸[v¡û¡[i¡¹ "[t¡yû¡³o A¡¹à "à>å³à[>A¡ ƒè¹Œ Òº (A) 22 [³. (B) 44 [³. (C) 122 [³. (D) 144 [³. 32. gmgo _mZ{g`m Xm|go bm_mOm| Amoa°~m`{X Wm~m` bmL>mo Oo {~`mo _moZgo q~Xw{Z\´$m` Oo„bm~mo 7 {_. JmoOmZmd Wm`moü& Xgo g_ Wm~m`Zm`{Z CZmd {~`mo Jmd Wm~m`Oofim` Om`Jm`md g\°${\$Zmoü& ~o _mZ{g`m gamg›Úm ~ogo JmoOmZ Wm~m`Imo? (A) 22 {_. (B) 44 {_. (C) 122 {_. (D) 144 {_. 32. EH$ Ï`{∫$ EH$ nW na Bg ‡H$ma MbVm h° {H$ dh {XE JE EH$ {~›Xw go h_oem 7 _r0 Xya ahVm h°ü& Hw$N> Xoa MbZo Ho$ ~mX dh nwZÖ AnZo ‡mapÂ^H$ {~›Xw na nh˛±M OmVm h°ü& Cg g_` Ho$ Xm°amZ Ï`{∫$ ¤mam V` H$s J`r AZw_m{ZV Xyar h° (A) 22 _r0 (B) 44 _r0 (C) 122 _r0 (D) 144 _r0 33. A cube of volume 1 m 3 is cut equally into smaller cubes of volume 1 cm 3 each. The number of smaller cubes found is (A) 10000 (B) 100000 (C) 1000 (D) 1000000 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 31 [ P.T.O.  33. 1 Q> [≥. "‡⁄t°>π Q>A° &i°‡π öπ‡ 1 Q> ÎW°. [≥. "‡⁄t°>π [A°·Â≥‡> ŒπÁ° Q>A° Œ≥‡>ÓA° A°‡[i° l°¸[∫*؇ “í∫°˙ ö¯‡ú° ŒπÁ° Q>A°π Œ}J∏‡ Ì“Ï· (A) 10000 (B) 100000 (C) 1000 (D) 1000000 33. 1 Q> [³. "àÚt¡ì>¹ &A¡[i¡ Q>A¡ìA¡ A¡ìÚA¡[i¡ γà> "àA¡àì¹¹ Û塉t¡¹ 1 Q> ëÎ. [³. "àÚt¡ì>¹ Q>ìA¡ [¤®¡v¡û¡ A¡¹à ÒÚ¡ú šøàœ¡ Û塉 Q>A¡P¡[º¹ Î}J¸à Òº (A) 10000 (B) 100000 (C) 1000 (D) 1000000 33. 1 KZ {_. amoOmJmg° JmoZmß Jßgo KZH${Z\´$m` 1 KZ go. {_. amoOmJmg° OmZm` {\$gm{gZ KZH$\$moa hm`mo„bm, _moZ~ogo {\$gm{gZ KZH$ Am|ImaJmoZ? (A) 10000 (B) 100000 (C) 1000 (D) 1000000 33. 1 KZ _r0 Am`VZ dmbo EH$ KZ H$mo 1 KZ go0 _r0 Am`VZ dmbo N>moQ>o KZm| _| g_mZ Í$n go H$mQ>m OmVm h°ü& nmE JE N>moQ>o KZm| H$s gߪ`m h° (A) 10000 (B) 100000 (C) 1000 (D) 1000000 34. The smallest positive integer that is simultaneously divisible by 6, 8 and 12 is (A) 24 (B) 18 (C) 48 (D) 36 34. 6, 8 "‡πÁ° 12 Îπ &ÏA° Œ≥⁄Ït° [§Æ°‡\∏ >Ë∏>t°≥ ã>‡uA° "Jr° Œ}J∏‡Ïi°‡ “í∫ (A) 24 (B) 18 (C) 48 (D) 36 34. >è¸>t¡³ ‹>àuA¡ šèo¢Î}J¸à ™à &A¡Òü Îàì= 6, 8 &¤} 12 ‡à¹à [¤®¡à\¸, ëÎ[i¡ Òº (A) 24 (B) 18 (C) 48 (D) 36 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 32  34. ~`{ZIwB Xw`{gZ XmOm~WmB aJ' AZ{O_m Om`Im° 6, 8 Amamo 12 Om| amZOm`mo, ~o`mo OmXm| (A) 24 (B) 18 (C) 48 (D) 36 34. g~go N>moQ>m YZmÀ_H$ nyUm™H$, Omo EH$ gmW 6, 8 Am°a 12 go {d^m¡` h°, h° (A) 24 (B) 18 (C) 48 (D) 36 35. The difference between the smallest 3-digit even natural number and the largest 2-digit even natural number is (A) 1 (B) 2 (C) 3 (D) 4 35. 3-"}A°ôÂv°˚° "‡i°‡“¸t°ÓA° ŒπÁ° ôÂOµ —¨‡Æ°‡[ØA° Œ}J∏‡ "‡πÁ° 2-"}A°ôÂv°˚° ŒÏ§¢‡ZW° ôÂOµ —¨‡Æ°‡[ØA° Œ}J∏‡π ö‡=¢A°∏ Ì“Ï· (A) 1 (B) 2 (C) 3 (D) 4 35. 3-"ìS¡¹ Û塉t¡³ Ѭ஡à[¤A¡ ™åOµ Î}J¸à &¤} 2-"ìS¡¹ ¤õÒv¡³ Ѭ஡à[¤A¡ ™åOµ Î}J¸à¹ ³ì‹¸ šà=¢A¡¸ Òº (A) 1 (B) 2 (C) 3 (D) 4 35. Xw`{gZ 3-gmZ{O_mJmoZmß {_qWJm Oam AZ{O_m Amamo Xoa{gZ 2-gmZ{O_mJmoZmß {_qWJm ~oO'am AZ{O_m{Z JoOoamd WmZm` \$mamJm (A) 1 (B) 2 (C) 3 (D) 4 35. 3 AßH$m| H$s g~go N>moQ>r ‡mH ${VH$ g_ gߪ`m Am°a 2 AßH$m| H$s g~go ~ãS>r ‡mH ${VH$ g_ gߪ`m Ho$ ~rM H$m AßVa h° (A) 1 (B) 2 (C) 3 (D) 4 SPACE FOR ROUGH WORK SLRC–2024/P–III/1-E 33 [ P.T.O.  36. Identify the adverb in the following sentence : He could not go deep into the forest. (A) Deep (B) Go (C) He (D) Into 37. From the list below, identify the antonym of ‘cheap’. (A) Price (B) Poor (C) Expensive (D) Rice 38. What is the synonym of ‘furious’? (A) Laughter (B) Witch (C) Impure (D) Angry 39. Identify the incorrectly spelt word. (A) Square (B) Parpendicular (C) Diagonal (D) Triangle 40. Give one-word substitution for ‘a person who loots and plunders ships’. (A) Robber (B) Pirate (C) Dacoit (D) Looter SLRC–2024/P–III/1-E 34  41. What is meant by ‘to get the green signal’ ? (A) To stop others (B) To go away (C) To get permission (D) To get the keys of a car 42. Fill in the blank : Lokesh can jump very _____. (A) high (B) higher (C) highest (D) tall 43. What is the collective noun for ‘fish’? (A) Swarm (B) Pack (C) School (D) Herd 44. Fill in the correct conjunctions in the following : _____ Reshma _____ Padma knew the directions, and now they are lost. (A) Either, or (B) Both, and (C) Not only, but also (D) Neither, nor 45. Which of the following punctuation marks is called ‘apostrophe’ ? (A) (-) (B) (/) (C) (’ ) (D) (:) SLRC–2024/P–III/1-E 35 [ P.T.O.  46. Which of the following means similar to ‘elevated’ ? (A) Topped (B) Wished (C) Promoted (D) Transferred 47. What is meant by ‘to create a ruckus’ ? (A) Make loud noise (B) An artistic work (C) Produce music (D) Bake a cake 48. Which of the following sentences is correct? (A) She had not coming to the wedding. (B) She is not come to the wedding. (C) She did not coming to the wedding. (D) She is not coming to the wedding. 49. Choose the correct option : We _____ the National Anthem every morning at school. (A) sanged (B) sing (C) sings (D) singed 50. Which of the following pronouns refers to ‘myself’ ? (A) We (B) They (C) I (D) You SLRC–2024/P–III/1-E 36  51. Identify the incorrectly spelt word. (A) Damsel (B) Wicked (C) Volcano (D) Mountein 52. Identify the correctly spelt word. (A) Mongrel (B) Marval (C) Martal (D) Middel 53. Identify the preposition in the following sentence : The cat was sleeping under the cot. (A) Sleeping (B) Under (C) Cot (D) Was 54. Identify the incorrect set. (A) Bad : Worse : Worst (B) Poor : Poorest : Poorer (C) Rich : Richer : Richest (D) Good : Better : Best 55. Identify the verb in the following sentence : Neeraj ran very fast. (A) Very (B) Neeraj (C) Fast (D) Ran SLRC–2024/P–III/1-E 37 [ P.T.O.  56. Which word of the following is an example of pronoun? (A) Again (B) Pink (C) They (D) Speed 57. What would be the antonym of ‘friend’ ? (A) Foe (B) Unfriend (C) Dislike (D) Buddy 58. From the list below, identify the synonym of ‘lament’. (A) Sad (B) Mourn (C) Copied (D) Molecule 59. Which word is incorrectly spelt? (A) Basically (B) Essentially (C) Primarily (D) Varbally 60. Give one-word substitution for ‘life history of a person written by another person’. (A) Autobiography (B) Biography (C) Monograph (D) Bigamy SLRC–2024/P–III/1-E 38  61. What does ‘in a nutshell’ mean? (A) Peanuts and almonds (B) Very tough explanation (C) Expressed in short (D) Important discussion 62. Fill in the blank : Tuhin ran _____ than Zubin to win the race. (A) fast (B) faster (C) fastest (D) fasting 63. Identify the collective noun for ‘dogs’. (A) Gang (B) Herd (C) Team (D) Pack 64. Which of the following punctuation marks is called ‘hyphen’? (A) (-) (B) (/) (C) (’ ) (D) (:) 65. What is the opposite of ‘sorrow’? (A) Joy (B) Happy (C) Laugh (D) Beauty SLRC–2024/P–III/1-E 39 [ P.T.O.  66. Which of the following means ‘to get rid of a problem’ ? (A) To hammer it out (B) To get to the bottom of (C) To get the monkey off one’s back (D) To get the acts together 67. Identify the grammatically incorrect sentence. (A) I want to go home now. (B) I wish to go home now. (C) I shall go home now. (D) I went to go home now. 68. Choose the correct option : Is your brother _____ to the gym? (A) gone (B) going (C) go (D) went 69. Which pronoun is used for ‘non-living thing’ ? (A) I (B) We (C) Us (D) It 70. Identify the incorrectly spelt word. (A) Monkey (B) Moniker (C) Matress (D) Molten SLRC–2024/P–III/1-E 40  71. What was the last capital of Ahom Kingdom? (A) Charaideo (B) Jorhat (C) Rangpur (D) Garhgaon 71. "àìÒà³ Îà´÷à\¸¹ ëÅȹìi¡à ¹à\‹à>ã [A¡ "à[áº? (A) W¡¹àÒüìƒ* (B) ë™à¹Òài¡ (C) ¹}šå¹ (D) KØl¡Kòà* 71. "àìÒà³ ¹à\쌹 ëÅÈ ¹à\‹à>ã ëA¡à>[i¡ [áº? (A) W¡¹àÒüìƒ* (B) ë™à¹Òài¡ (C) ¹}šå¹ (D) KØl¡Kòà* 71. Amh_ amBOmo{Z Omo~Wm amOWmd{Z`m ~hm_moZ? (A) MamBXod (B) OahmV (C) aßnwa (D) JãS>Jm±d 71. Ahmo_ gm_´m¡` H$s Aß{V_ amOYmZr H$m°Z-gr Wr? (A) MamBXoC (B) OmoahmQ> (C) aßJnwa (D) JãT>Jm±d 72. What was the name of Srimanta Sankardeva’s grandmother? (A) Aidew Aita (B) Jakoimoti (C) Kherxuti (D) Soirindhri 72. Åøã³”z Å}A¡¹ìƒ¯¹ ¤åØn¡ã "àÒüt¡àA¡¹ >à³ [A¡ "à[áº? (A) "àÒüìƒ* "àÒüt¡à (B) \àîA¡³t¡ã (C) ëJ¹Îåt¡ã (D) íÎ[¹Þøý¡ã 72. Åøã³”z Å}A¡¹ìƒì¤¹ [št¡à³Òã¹ >à³ A¡ã [áº? (A) "àÒüìƒ* "àÒüt¡à (B) \àîA¡³t¡ã (C) ëJ¹Îåt¡ã (D) íÎ[¹Þøý¡ã 72. lr_›V eßH$aXod{Z {~~°{Z _wL>m _m_moZ? (A) Am`Xod AmBVm (B) OmH°$_{V (C) Ioagw{V (D) g°[a›Y´r 72. lr_ßV eßH$aXod H$s XmXr H$m Zm_ ä`m Wm? (A) AmBXoC AmBVm (B) OmH$moB_moVr (C) IoagwVr (D) g°[a®Y´r SLRC–2024/P–III/1-E 41 [ P.T.O.  73. Who was known as the ‘Lion of Mysore’ ? (A) Adil Shah (B) Hyder Ali (C) Krishnaraja Wodeyar (D) Tipu Sultan 73. ‘³ÒãÅè¹¹ [Î}Ò’¹ê¡ìš ëA¡à> \>à\àt¡ "à[áº? (A) "à[ƒº Å«àÒ (B) ÒàÒüƒ¹ "à[º (C) Aõ¡Ì¡¹à\à l¡üìƒÚ๠(D) [i¡šå W塺t¡à> 73. ëA¡ ‘³ÒãÅèì¹¹ [Î}Ò’ ¤ìº š[¹[W¡t¡ [áìº>? (A) "à[ƒº ÅàÒ (B) Òàڃ๠"àºã (C) Aõ¡Ì¡¹à\à *ÚìƒÚ๠(D) [i¡šå Îåºt¡à> 73. gmoa "_mBga{Z qgh' hmofimZ° {_{WOm`mo_moZ? (A) Am{Xb emh (B) hmBXa Ambr (C) H $ÓUamOm CXo`ma (D) {Vnw gwÎVmZ 73. "_°gya Ho$ eoa' Ho$ Zm_ go {H$go OmZm OmVm Wm? (A) Am{Xb emh (B) h°Xa Abr (C) H $ÓUamO dmoS>o`ma (D) Q>rny gwÎVmZ 74. Which State of India has Jallianwala Bagh? (A) Punjab (B) Haryana (C) Rajasthan (D) Uttar Pradesh 74. ®¡à¹t¡¤È¢¹ ëA¡à>ìi¡à ¹à\¸t¡ \à[ºÚà>¯àºà¤àK [Ñ‚t¡? (A) šgठ(B) Òà[¹Úà>à (C) ¹à\Ñ‚à> (D) l¡üv¡¹ šøìƒÅ 74. \à[ºÚà>*Úàºà ¤àK ®¡à¹ìt¡¹ ëA¡à>ô ¹àì\¸ "¤[Ñ‚t¡? (A) šàgठ(B) Ò[¹Úà>à (C) ¹à\Ñ‚à> (D) l¡üv¡¹ šøìƒÅ 74. Om{b`mZdmbm ~mJm ^maV{Z ~~o amBOmoAmd Xß? (A) nm›Om~ (B) hm[a`mZm (C) amOÒWmZ (D) CŒma ‡Xoe 74. O{b`mßdmbm ~mJ ^maV Ho$ {H$g am¡` _| pÒWV h°? (A) nßOm~ (B) h[a`mUm (C) amOÒWmZ (D) CŒma ‡Xoe SLRC–2024/P–III/1-E 42  75. Which of the following countries was a part of the Axis Group during the World War II ? (A) England (B) Japan (C) France (D) Soviet Union 75. [‡t¡ãÚ [¤Å«™å‡¡ý ¹ γÚt¡ [>³—[º[Jt¡ ëA¡à>J> ëƒÅ "Û¡ ëKài¡¹ "}Åãƒà¹ "à[áº? (A) Òü}ìºr¡ (B) \àšà> (C) óø¡àX (D) ëáà[®¡ìÚi¡ Òül¡ü[>Ú> 75. >ãìW¡¹ ëƒÅP¡[º¹ ³ì‹¸ ëA¡à>[i¡ [‡t¡ãÚ [¤Å«™åì‡ý¡¹ Î³Ú "Û¡Å[v¡û¡¹ "}Å [áº? (A) Òü}º¸à“¡ (B) \àšà> (C) óø¡àX (D) ëÎà[®¡ìÚt¡ ÎVQ 75. Z°{W _wbwJ Xmdhm{Z g_md Jmhm`md hmoZm` ~~o hmXam Epägg hm›Om{Z ~mhmJmo_moZ? (A) Bßbo›X (B) OmnmZ (C) \´$m›g (D) g{^`oV BC{Z`Z 75. {ZÂZ{b{IV _| go H$m°Z-gm Xoe {¤Vr` {dÌd`w’ Ho$ Xm°amZ Ywar g_yh H$m {hÒgm Wm? (A) BßΩb¢S> (B) OmnmZ (C) \´$mßg (D) gmo{d`V gßK 76. The ruins of Angkor Wat are in which country? (A) New Zealand (B) Indonesia (C) Vietnam (D) Cambodia 76. &}A¡¹ ¯ài¡¹ ‹ÿk}Îà¯ìÅÈγèÒ ëA¡à>ìi¡à ëƒÅ¹? (A) [>l¡ü[\ìºr¡ (B) Òüìr¡àì>[áÚà (C) [®¡ìÚi¡>à³ (D) A¡ì´¬à[l¡Úà 76. "àS¡¹®¡ài¡-&¹ ‹ÿk}Îà¤ìÅÈ ëA¡à>ô ëƒìÅ "àìá? (A) [>l¡ü[\º¸à“¡ (B) Òüì–ƒàì>[ÅÚà (C) [®¡ìÚt¡>à³ (D) A¡ì´¬à[l¡Úà 76. AmßH$a dmV{Z ~m`Imo›Xm ~mhmJmoAm ~~o hmXamd Xß? (A) {ZC{Obo›X (B) B›X'Zo{g`m (C) {^`oVZm_ (D) H$Â~'{S>`m 76. AßJH$moa dmQ> Ho$ IßS>ha {H$g Xoe _| h°ß? (A) ›`yµOrb¢S> (B) BßS>moZo{e`m (C) {d`VZm_ (D) Hß$~mo{S>`m SLRC–2024/P–III/1-E 43 [ P.T.O.  77. Which of the following countries does Assam share international borders with? (A) Bhutan and China (B) China and Bangladesh (C) Bangladesh and Bhutan (D) Myanmar and Bangladesh 77. [>³—[º[Jt¡ ëA¡à>ì¤à¹ ëƒÅ¹ íÎìt¡ "Îì³ "à”z\¢à[t¡A¡ Îã³à”zì¹Jà њŢ A¡ì¹? (A) ®è¡i¡à> "à¹ç¡ W¡ã> (B) W¡ã> "à¹ç¡ ¤à}ºàìƒÅ (C) ¤à}ºàìƒÅ "à¹ç¡ ®è¡i¡à> (D) ³¸à>³à¹ "à¹ç¡ ¤à}ºàìƒÅ 77. >ãìW¡¹ ëA¡à>ô ëƒÅP¡[º "Îì³¹ "à”z\¢à[t¡A¡ Îã³à”z¤t¢¡ã? (A) ®å¡i¡à> * W¡ã> (B) W¡ã> * ¤à}ºàìƒÅ (C) ¤à}ºàìƒÅ * ®å¡i¡à> (D) ³àÚà>³à¹ * ¤à}ºàìƒÅ 77. Amgm_m ~~o hmXmoaOm| hm`wßJoOoam[a {g_m amZbm`mo? (A) ^wVmZ Amamo MrZ (B) MrZ Amamo ~mßbmXoe (C) ~mßbmXoe Amamo ^wVmZ (D) Â`mZ_ma Amamo ~mßbmXoe 77. Ag_ {ZÂZ{b{IV _| go {H$Z Xoem| Ho$ gmW AßVam©Ô¥>r` gr_m gmPm H$aVm h°? (A) ^yQ>mZ Am°a MrZ (B) MrZ Am°a ~mßΩbmXoe (C) ~mßΩbmXoe Am°a ^yQ>mZ (D) Â`mß_ma Am°a ~mßΩbmXoe SLRC–2024/P–III/1-E 44  78. If an airplane is flying directly from Chennai towards Guwahati, in which direction is it flying? (A) From South to East (B) From East to West (C) From West to East (D) From North to East 78. ™[ƒ &J> [¤³à> ëW¡ÄàÒü¹ š¹à P¡¯àÒài¡ãîº ëšàì> ëšàì> l¡ü[¹ "à[Ò "àìá, ët¡ì”z [¤³à>J> ëA¡à>ìi¡à [ƒÅîº l¡ü[¹ "àìá? (A) ƒ[Û¡o¹ š¹à šè¤îº (B) šè¤¹ š¹à š[ÆW¡³îº (C) š[ÆW¡³¹ š¹à šè¤îº (D) l¡üv¡¹¹ š¹à šè¤îº 78. ™[ƒ &A¡[i¡ [¤³à> ëW¡ÄàÒü ë=ìA¡ P¡ÚàÒài¡ã¹ [ƒìA¡ ιàÎ[¹ l¡üìØl¡ ™àÚ, t¡ì¤ &[i¡ ëA¡à>[ƒìA¡ l¡ülØ ¡ìá? (A) ƒ[Û¡o ë=ìA¡ šè¤[¢ ƒìA¡ (B) šè¤¢ ë=ìA¡ š[ÆW¡³[ƒìA¡ (C) š[ÆW¡³ ë=ìA¡ šè¤[¢ ƒìA¡ (D) l¡üv¡¹ ë=ìA¡ šè¤¢[ƒìA¡ 78. Jßgo {~aI'L>m Ow{X MofimB{Z\´$m` JwdmhmQ>r{g_ Wm|Om| {~aZmZ° \°$Xm|, A„bm {~`mo _m {XJmd {~aXm|? (A) Imobm{Z\´$m` gmZOmqW (B) gmZOm{Z\´$m` gmoZm~qW (C) gmoZm~{Z\´$m` gmZOmqW (D) gmhm{Z\´$m` gmZOm{Wß 78. `{X H$moB© hdmB© OhmO MofiB© go grYo JwdmhmQ>r H$s Amoa CãS>mZ ^a ahm h°, Vmo dh {H$g {Xem _| CãS>mZ ^a ahm h°? (A) X{jU go nyd© H$s Amoa (B) nyd© go npÌM_ H$s Amoa (C) npÌM_ go nyd© H$s Amoa (D) CŒma go nyd© H$s Amoa SLRC–2024/P–III/1-E 45 [ P.T.O.  79. What is the Westernmost State of India? (A) Rajasthan (B) Punjab (C) Maharashtra (D) Gujarat 79. ®¡à¹t¡¹ "ài¡àÒüt¡îA¡ š[ÆW¡³t¡ =A¡à ¹à\¸ ëA¡à>J>? (A) ¹à\Ñ‚à> (B) šgठ(C) ³Òà¹àÊ¡ö (D) P¡\¹ài¡ 79. ®¡à¹ìt¡¹ š[ÆW¡³t¡³ ¹à\¸ ëA¡à>[i¡? (A) ¹à\Ñ‚à> (B) šàgठ(C) ³Òà¹àÊ¡ö (D) P¡\¹ài¡ 79. ^maV{Z gmoZm~ Omo~Wm amBOmoAm ~~o? (A) amOÒWmZ (B) nm›Om~ (C) _hmamÔ¥> (D) JwOamV 79. ^maV H$m g~go npÌM_r am¡` H$m°Z-gm h°? (A) amOÒWmZ (B) nßOm~ (C) _hmamÔ¥> (D) JwOamV 80. Which of the following peaks does not belong to the Himalayas? (A) Annapurna (B) Kangto (C) Anamudi (D) Kamet 80. [>³—[º[Jt¡ ëA¡à>ìi¡à Åõ}K [Ò³àºÚ¹ "”zKt¢ ¡ >ÒÚ? (A) "Äšèo¢à (B) A¡à}ìi¡à (C) "à>à³å[ƒ (D) A¡àì³t¡ 80. >ãìW¡¹ ëA¡à>ô ÅõU[i¡ [Ò³àºìÚ¹ "”zK¢t¡ >Ú? (A) "Äšèo¢à (B) A¡à}ìi¡à (C) "à>à³å[ƒ (D) A¡àì³i¡ 80. Jmhm`{Z ~~o {W{I{Z`m {h_mb`{Z ZL>m? (A) AfinyUm© (B) H$mßV' (C) AZm_w{X (D) H$m_oQ> 80. {ZÂZ{b{IV _| go H$m°Z-gr MmoQ>r {h_mb` go gß~ß{YV Zht h°? (A) AfinyUm© (B) H$mßΩQ>mo (C) AZm_wXr (D) H$m_oQ> SLRC–2024/P–III/1-E 46  81. The Great Barrier Reef is located in the seas near which continent? (A) North America (B) Australia (C) Africa (D) Europe 81. ëA¡à> ³ÒàìƒÅ¹ γ㚹 ÎàK¹t¡ ¤õÒ; šø¤àº šøàW¡ã¹ "¯[Ñ‚t¡? (A) l¡üv¡¹ "àì³[¹A¡à (B) "ìÊ¡ö[ºÚà (C) "à[óø¡A¡à