cÉv^wgK wkÞv mgvcbxcÉÕ§wZ msLÅv2017

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covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017 [ 3 ]

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[ 4 ] covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017

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covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017 [ 5 ]

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[ 6 ] covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017

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the toilet. Then I wash myhands with soap. Finally, I drymy hands with a clean towel. cÉk² 11 : ‰LvGb w`b, mµ¦vn, gvm,mgq A^ev AâevPK I ò×gevPKmsLÅv mÁ·wKÆZ ZG^Åi AvGjvGKShort question, table orcolumn or fill in the gaps@‰wZb aiGbi cÉk² ^vKGe| ˆhgb :On what day was your lastbirthday celebrated? When did the celebrationbegin? How long did the programcontinue? cÉk² 12 : ‰B cÉGk² evKÅ ŠZwiiRbÅ ‰GjvGgGjvfvGe wKQz kõ IˆjUvi ˆ`Iqv ^vGK| ˆZvgvG`i‰GjvGgGjv kõ I AÞi mvwRGq÷«¬ evKÅ ‰es kõ ŠZwi KiGZnGe| ‰ iKg 5wU cÉk² ^vKGe|‰LvGbI fGqi wKQz ˆbB| ˆZvgviRvbv kõ, cwiwPZ kõ w`GqB wK¯§‰wU KiGZ nGœQ| cÉk² 13 : ‰ chÆvGq wewf®² Z^Åw`Gq ‰KwU dig cƒiY KiGZnGe| diGgi cÉ`î welGqiAvGjvGK cÉGqvRbxq Z^Å «¼vivdigwU cƒiY KiGZ nGe| ‰wUGZ^vKGe 4 bÁ¼i| gGb ivLGe,‰LvGb meB ˆ`Iqv AvGQ| ÷aywbGRi cwiPq/Rvbv Z^Å w`GqdigwU cƒiY KiGjB Zzwg 4 bÁ¼iˆcGq hvœQ|

covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017 [ 7 ]

[ 8 ] covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017

5, 6, 7 Qvov evwK me cÉk²B eB ˆ^GK AvmGe

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wZwb ˆQvUGejvq ˆgGNi WvK,we`yÅr PgKvGbv I evR coviKviY wbGq fveGZb| cÉk² 3 : wKQy kõ ^vKGe,ˆmàGjvi A^Æ wjLGZ nGe| DîiˆjLvi mgq cÉGk² ^vKv kõàGjvwjGL cvGk ‘WÅvm’ (@) wPn× w`GqA^Æ wjLGe| ˆhgb : cÉGk² ‘bGfvPvix’ kõ^vKGj ‰fvGe wjLGZ nGe@bGfvPvix@AvKvk ögYKvix cÉk² 4 : AbyGœQ`wUi gƒjfvewjLGZ nGe| ‰ ˆÞGò AGbGKBcyGiv AbyGœQ`wUB DîicGò wjGLˆ`q| ‰gbwU bv KGi AbyGœQ`fvGjv KGi cGo gvò 5wU evGKÅgƒjfve wjLGe|

w«¼Zxq AbyGœQ`wU nGeˆhvMÅZvwfwîK| ‰i AvGjvGK cÉk²-5, 6 I 7-‰i Dîi w`GZ nGe|AbyGœQ`wU cvVÅ eBGqi evBGiˆ^GK AvmGe, ZGe cvVÅ eBGqiMÍ, KweZv I cÉeG®¬i mGãmvgémÅ ˆiGL Kiv nq| KvGRB‰mGei Dîi ˆ`IqvUvI KwVb nGebv| cÉk² 5 : AbyGœQG`i AvGjvGK 5wUeü wbeÆvPbx cÉk² (‰gwmwKD)^vKGe| AbyGœQG`i ˆfZGiB ‰iDîi ^vKGe| ZvB AbyGœQ` MÍ-KweZv hv-B ^vKzK, ˆLqvj KGicoGe| cÉk² 6 : cÉGk²i cÉ`î kGõi A^ÆeyGS kƒbÅÕ©vb cƒiY KiGZ nGe|A^Æ bv eyGS Dîi w`Gj fzjnIqvi Avkâv ^vGK|

cÉk² 7 : wZbwU cÉk² (K, L I M)^vKGe| cÉk²àGjv ‰K ev ‰KvwaKAsGk ^vKGZ cvGi|ˆhgb@AbyGœQ` RbmsLÅvwelqKnGj cÉk² nGZ cvGi@ RbmsLÅv e†w«¬i KviGY m†Ó¡ cuvPwUmgmÅv ˆjGLv|A^ev, DwÍÏwLZ mgmÅv `ƒixKiGY5wU (5 evGKÅ) civgkÆ `vI|‰ cÉGk²i DîGi evKÅàGjv 1 ˆ^GK5 chÆ ¦ ò×gvbymvGi ˆjLvB fvGjv|bgybv cÉk² ˆ`LGj AvGiv Õ·Ó¡aviYv cvGe| cÉk² 8 : hyî× eYÆ ˆfGO cÉwZwU hyî×eYÆ w`Gq ‰KwU KGi kõ ŠZwiKiGZ nGe (gvb 1) ‰es ˆmB kõw`Gq evKÅ ŠZwi KiGZ nGe (gvb 1)| ‰fvGe cuvPwU evKÅ ŠZwi KGi gƒjkõwUi wbGP Av´£vijvBb w`GZnGe| cÉk² 9 : ‰ cÉGk²i DîGi AbyGœQ`wU

DîicGò ZzGj Dchyî× Õ©vGb weivgwPn× emvGZ nGe| ‰B cÉGk²i gvbI5| ‰ RbÅ evsjv eBGqi A¯¦fzÆî×MÍ I cÉeG®¬i ˆhLvGb cuvP aiGbi‘weivg wPn×’ AvGQ, ˆmB cÅvivàGjvfvGjv KGi coGe| cÉk² 10 : evKÅ cGo ‰KK^vqcÉKvk KiGZ nGe| cÉk² 11 : cÉGk² mgv^ÆK kõ,wecixZ kõ A^ev wò×qvcG`i mvayi…c ˆ^GK PwjZ i…c BZÅvw`^vGK| ‰ ˆÞGò cÉ`î kõàGjvDîicGò ZzGj cvGk ‘WÅvm’ (@)wPn× w`Gq mwVK DîiwU wjLGZnGe| cÉk² 12 : ˆhGKvGbv KweZvi cÉ^gAsk, gvSLvGbi Ask A^evˆkGli Ask ˆ^GK 6wU A^ev 8wUPiY ZzGj ˆ`Iqv ^vKGe|PiYàGjv cGo 3wU (K, L I M)cÉGk²i Dîi w`GZ nGe| ‘M’AsGki DîGi 5wU evGKÅ gƒjfvewjLGZ nGe| cÉk² 13 : wewf®² KvGRi cÉGqvRGbdig cƒiY Kivi `iKvi nq| ‰cÉGk²I ‰gb ‰KwU dig ^vKGe|ˆhgb@ˆKvGbv cÉwZGhvwMZvq AskˆbIqvi AvGe`b dig| cÉGqvRbxqZ^Å w`Gq digwU cƒiY KiGZ ejvnGe| cvVÅ eBGqi bgybv diGgiZ^ÅàGjv ˆ`LGj AvGiv aviYvcvGe| cÉk² 14 : ‰KwU eÅwî×MZ wPwVwKsev AvGe`bcò ^vKGZ cvGi|‰LvGb mnR ˆKvGbv welqeÕ§iIci wjLGZ ejv nGe|ˆhgb@Õ•zGj wUwdGbi myweavi RbÅKÅvw´Ÿb ˆLvjvi AvGe`b, ˆLjvˆ`LGZ hvIqvi RbÅ mvgwqK QywUiAvGe`b BZÅvw`| wbGRi gGZvKGiB wjLGe| ZGe wPwV evAvGe`Gbi KvVvGgv wVK KGiwjLGe| cÉk² 15 : iPbvi welqeÕ§i mGãDcwkGivbvg ev msGKZ ^vKGe|ZvB ‰KUz ˆLqvj ivLGjBDcwkGivbvg aGi aGi ˆjLv hvGe|msGKZ ^vKvq cixÞv^ÆxG`i`ywø¯¦v KiGZ nGe bv| iPbviwelqeÕ§ eB ˆ^GKB AvmGe|ˆhgb@‘we`vq nR’, ‘knx`wZZzgxi’ bvGg `ywU M`Å I‘wkÞvài‚i ghÆv`v’ bvGg ˆhKweZvwU AvGQ, ˆmàGjvIiPbvKvGi AvmGZ cvGi| ‰ AsGkfvGjv bÁ¼i ˆcGZ nGj f„wgKvˆ^GK Dcmsnvi chÆ ¦ cyGiv AskwjLGZ nGe|

jyrdv ˆeMgwmwbqi wkÞKwe‰‰d kvnxb KGjRKzwgÆGUvjv, XvKv

evsjv

w«¼Zxq AbyGœQ`wUcvVÅ eBGqievBGi ˆ^GKAvmGe, ZGe cvVÅ eBGqiM͸, KweZv I cÉeG®¬imGã mvgémÅ ˆiGL Kivnq| KvGRB ‰i Dîiˆ`IqvUv KwVb nGe bv

covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017 [ 9 ]

ˆgvU 10wU cÉk² ^vKGe cÉk² 1 (eü wbeÆvPbx)24wU cÉGk²i gGaÅ 20wUB nGeˆhvMÅZvwfwîK|cvVÅ eBGqi wewf®² Z^Å, mƒòfvGjvfvGe Avqî KGi cÉÕ§wZwbGj ‰B cÉGk²i Dîi ˆ`IqvmnR nGe|

LvZvq cÉk²mn cyGiv Ask wjLGZnGe bv| ÷ay cÉGk²i ò×wgK w`GqmwVK DîiUzKz wjLGjB PjGe|

cÉk² 2 (mswÞµ¦) 10wU cÉGk²i meàGjvB nGeˆhvMÅZvwfwîK| cÉGk²i DîGiMvwYwZK mgvavb bv ˆ`wLGqDîiwU mivmwi LvZvq wjLGe,ZvnGjB cyGiv bÁ¼i cvGe|ˆhgb@wknve 5 w`Gb 50wUAGâi mgvavb KiGj ˆm cÉwZw`bMGo KqwU AGâi mgvavb KGi? ‰ ˆÞGò ivd Kivi RvqMvqwnmve KGi wKsev gGb gGb wnmveKGi Dîi cvIqv hvGe 10wU|DîGi 10wU wjLGjB cyGiv bÁ¼icvIqv hvGe|‰ AsGk fvGjv KiGZ nGj cvVÅ

eBGqi cÉwZwU AaÅvGqi eÝ Kiv,ZviKv wPwn×Z Z^ÅK^v ID`vniYàGjv fvGjvfvGe ˆ`LGe| cÉGk²i aviv Abyhvqx cÉk² 3 ˆ^GK6 ‰es 9 nGe ˆhvMÅZvwfwîK

cÉk²àGjv ^vKGe ‰fvGe@3 bÁ¼i cÉk² : Pvi cÉwò×qvmÁ·wKÆZ mgmÅvewjwelqK cÉk²4 bÁ¼i cÉk² : jmvà I MmvàmÁ·wKÆZ5 bÁ¼i cÉk² : mvaviY f™²vskmÁ·wKÆZ6 bÁ¼i cÉk² : Mo mÁ·wKÆZ9 bÁ¼i cÉk² : cwigvc I mgqmÁ·wKÆZDî× cÉk²àGjvGZ ‰GKKwU DóxcKev AGâi AaxGb 3-4wU (K, L,M, N) cÉk² ^vKGe|ˆhgb@wcZv I cyGòi eZÆgvb eqGmimgwÓ¡ 80 eQi| wcZvi eqmcyGòi eqGmi 4 àY|K) cyGòi eZÆgvb eqm KZ?L) wcZv I cyGòi eZÆgvb eqGmieÅeavb KZ?M) 15 eQi ci wcZv I cyGòi

eqGmi eÅeavb KZ nGe? cÉk² 7 I 10-‰ mvaviY A^ÆvrMZvbyMwZK avivi cÉk² ^vKGe|cÉwZwU cÉGk² 2wU KGi cÉk² ^vKGe,1wUi Dîi w`GZ nGe|cÉk² 7 : `kwgK f™²vsk/kZKivmÁ·wKÆZ mgmÅv wbGq cÉk² nGe|cÉk² 10 : mgq/Dcvî webÅÕ¦KiYmÁ·wKÆZ mgmÅv wbGq cÉk²^vKGe| cÉk² 8 : ‰ cÉGk² ^vKGe RÅvwgwZ(ˆhvMÅZvwfwîK)| cÉGk²i wbG`Ækbv AbymvGi wPòAâb KGi eYÆbv ‰es ŠewkÓ¡ÅwjLGZ nGe|

DîicGò eYÆbvmn mgvavb KGi ˆ`LvGe

gvKmy`v ˆeMgcÉavb wkÞKAvBwWqvj miKvwi cÉv^wgK we`ÅvjqgwZwSj, XvKv

MwYZ

cÉk² 3, 4, 5, 6, 7, 9 I10-‰i Dîi ˆ`Iqvi mgqAekÅB DîicGò eYÆbvmnmgvavb KGi ˆ`LvGZ nGe|msGÞGc ˆhvM, weGqvM,àY, fvM KGi dj evDîi wgwjGq w`Gj nGebv|

MwYGZi mgmÅv mgvavGbiˆÞGò ivd ev Lmov ‰KwUài‚Z½cƒYÆ welq| ivd evLmov mgvavGbi cvGk^vKvB fvGjv| cÉGqvRGbmgvavGbi cvGki c†Ó¤vqivd Kiv ˆhGZ cvGi|

mgmÅv mgvavGbi ˆKvGbvÕ¦Gi àY ev fvM ^vKGjZv mgvavGbi cvGk KGiˆ`LvGZ nGe|

ˆKvGbv msLÅv ev ivwkIfviivBwUs Kiv hvGebv| ˆKvGbv fzj nGjmÁ·ƒYÆ ˆKGU (‰K UvGb)Õ·Ó¡ KGi wjLGZ nGe|

me cÉGk²i Dîi ˆjLv ˆklnGj cÉwZwU cÉGk²i mgvavbgGbvGhvM w`Gq hvPvB evwiwfkb w`GZ nGe|

f™²vsGki ˆÞGò KvUvKvwUÕ·Ó¡ I wbfzÆj nGZ nGe|

RÅvwgwZi wPò me mgqˆcbwmj w`Gq AuvKGZnGe| wPò AuvKv IeYÆbvq ˆhb wgj ^vGK,ˆm w`GK ˆLqvj ivLGZnGe|

ˆLqvj ivLGe

mswÞµ¦ cÉGk²vîGii RbÅ eBGqicÉwZwU AaÅvGqi eÝ Kiv, ZviKvwPwn×Z Z^Å I D`vniYàGjvfvGjvfvGe Avqî KiGe

[ 10 ] covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017

eü wbeÆvPbx cÉk²50wU eü wbeÆvPbx cÉGk²i(‰gwmwKD) gGaÅ 40wUB nGeˆhvMÅZvwfwîK| ˆhvMÅZvwfwîK ‰gwmwKD ‰fvGeAvmGZ cvGi@gvwiqvG`i evwo eàov ˆRjvq| ‰ˆRjv cÉvqB Livq Avò×v¯¦ nq| ‰ˆRjvwU evsjvG`Gki ˆKvb wefvGMAewÕ©Z?(K) ivRkvnx (L) iscyi (M) XvKv (N) PëMÉvgDîi nGe ivRkvnx| Avevi, cÉGk² AvmGZ cvGi@wk͸KviLvbv I hvbevnGbi KvGjvˆauvqv cwiGek ƒlGYi ˆKvbKviGYi gGaÅ cGo? (K) cÉvK‡wZK KviY (L) gvbem†Ó¡ KviY (M) ŠRweK KviY (N) ˆfŒGMvwjK KviY ‰i Dîi : gvbem†Ó¡ KviY| mswÞµ¦ cÉk²mswÞµ¦ cÉGk²i Dîi fvGjvfvGew`GZ nGj eB fvGjv KGi coGZnGe| cÉwZwU cvGVi ˆkGl ^vKv‰Gmv ewj, ‰Gmv wjwL ev AvGivwKQy Kwi, hvPvB Kwi@‰àGjvfvGjv KGi coGZ nGe| ZGeBˆhvMÅZvwfwîKmn 50wU eü

wbeÆvPbx DîGii me Dîi mwVKnGe|cÉ g 10wU mswÞµ¦ cÉk² nGeˆhvMÅZvwfwîK| Avi 35 bÁ¼GiiKvVvGgve«¬ cÉGk² cÉ^g 8wUˆhvMÅZvwfwîK, evwKàGjvMZvbyMwZK|mswÞµ¦ cÉGk² hv PvIqv nGe, ‰KevGKÅ ÷ay ˆmwUi mwVK DîiwjLGe| ˆhgb@ˆmvbviMuvGq ˆKb cvbvgbMi MGoIGV? Dîi : Dwbk kZGK wn±`yewYKG`i myZv evwYGRÅi ˆK±`ÉwnGmGe ˆmvbviMuvGq cvbvgbMiMGo IGV| hw` cÉGk² ejv nq@gvbyl ˆKb hyGM hyGM b`xi avGiài‚Z½cƒYÆ kni wbgÆvY KGiGQ?DîGi wjLGe@cwienb myweaviKviGY ‰es hvZvqvZ myweavRbKnIqvi KviGY gvbyl hyGM hyGMb`xi avGi ài‚Z½cƒYÆ kni wbgÆvYKGiGQ|‰evi cÉGk²vîi ˆjLvi welGqejwQ| hw` cÉGk² AvGm@mgvR ejGZ Kx ˆevGSv? mgvRGKmy±`i I myk†›Lj ivLGZ ˆZvgviPviwU KZÆeÅ ˆjGLv|

‰LvGb cÉk²wUi `ywU Ask| cÉ^gAsGki RbÅ cÉ^g cÅvivq wjLGe@‘wgGjwgGk ^vKv ‰KZve«¬gvbeGMvÓ¤xGK mgvR eGj|’

w«¼Zxq AsGk wjLGe@‘mgvRGK my±`i I myk†›Lj ivLGZAvgvi PviwU KZÆeÅ nGjv@(1) ˆQvUG`i fvGjvevme ‰esˆ`LvGkvbv Kie(2) KvGiv ÞwZ Kie bv(3) mevi DcKvi Kivi ˆPÓ¡vKie(4) mgvGRi wewf®² wbqg-KvbybˆgGb Pje|‰fvGe mgvGRi cÉwZ Avwg AvgviKZÆeÅ cvjb KiGj mgvR my±`i Imyk†›Lj ^vKGe|’

evsjvG`k I wek¼cwiPq

ZvGniv-webGZ-ingvbwmwbqi wkÞKwfKvi‚bwbmv bƒb Õ•zj AÅv´£ KGjRˆeBwj ˆivW, XvKv

mswÞµ¦ cÉGk²iDîi ÷ay ‰KevGKÅ wjLGe cÉwZwU cvGViˆkGl ^vKv ‰Gmvewj, ‰Gmv wjwL evAvGiv wKQy Kwi, hvPvBKwi@‰àGjvfvGjv KGi coGe

covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017 [ 11 ]

1| eü wbeÆvPbx cÉk²eü wbeÆvPbx cÉGk²i AckbàGjvAGbK mgq KvQvKvwQ gGb nGZcvGi| 50wUi gGaÅ cÉ^g 40wUˆhvMÅZvwfwîK nGe, ZvB ˆLqvjKGi Dîi w`GZ nGe| ‰KvwaKAckb mwVK gGb nGj ‰àGjvigGaÅ ˆKvbwU ˆewk MÉnYGhvMÅ@ZvˆLqvj KGi Dîi `vI|‰ AsGk fvGjv KiGZ nGj eBGqiZ^ÅwfwîK ài‚Z½cƒYÆ jvBbàGjv`vwMGq ivGLv| mgGq mgGq `vMˆ`Iqv AskàGjv ˆ`GL bvI|ZvnGj gGb ^vKGe| eBGqi cÉwZwU

welGqi Õ·Ó¡ aviYv ^vKGjB ˆhvMÅZvwfwîGK fvGjv KiGZcviGe|2| mswÞµ¦ cÉk² ‰ AsGk cÉ^g 10wU cÉk² nGeˆhvMÅZvwfwîK| eü wbeÆvPbx AsGki RbÅ fvGjvcÉÕ§wZ wbGj ‰ AsGkI fvGjv KivhvGe| Dîi ˆ`Iqvi mgq ÷ay `yB-‰KwUkõ bv wjGL cƒYÆ evKÅ wjLGZnGe| cÉGk² `yB-‰KwU ˆQvU AvqvZ evAviwe AsGki evsjv DœPviY/A^ÆwjLGZ ejv nGZ cvGi|3| KvVvGgve«¬ cÉk²‰ aiGbi cÉk² 10wU| cÉ^g 8wUcÉk² ^vKGe ˆhvMÅZvwfwîK| ‰igGaÅ 6wUi Dîi w`GZ nGe| ˆkl2wU cÉk² ^vKGe MZvbyMwZK| ‰igGaÅ 1wUi Dîi w`GZ nGe|

ˆhvMÅZvwfwîGK fvGjv bÁ¼i ˆcGZnGj@ ˆKviAvb I nvw`Gmi D«¬‡wZ ˆ`Ge Dîi Z^ÅwfwîK nGZ nGe fzj Z^Å wjLGe bv cÉGqvRGb Avjv`v cÅviv KGiwjLGe|

D«¬‡wZmn Z^ÅwfwîK Dîi ˆ`Ge

ˆgv. Rvnvãxi AvjgcÉfvlKXvKv ˆiwmGWbwmqvj gGWj KGjRˆgvnvÁÃ`cyi, XvKv

Bmjvg I ŠbwZK wkÞv

eü wbeÆvPbx cÉk²ˆhvMÅZvwfwîK cÉk² ˆewk (40wU)^vKGe| ZvB cyGiv eB cov bv^vKGj mwVK Dîi evQvB KiGZLUKv jvMGZ cvGi| mswÞµ¦ cÉk² : cÉGk²i Pvwn`vgGZvDîi ‰K ev ‰KvwaK evGKÅwjLGe| ZGe KLGbvB ‰K kGõwjLGe bv| KvVvGgve«¬ cÉk² : ‰ AsGkˆhvMÅZvwfwîGKi (‘K’ ˆ^GK‘R’@6wU) cvkvcvwk MZvbyMwZK

cÉk²I (‘S’ ˆ^GK ‘T’@2wU)^vKGe|cÉGk² hw` ‰KvwaK Ask ^vGKZvnGj DîiI ‰KvwaK AsGkˆ`Ge|wPò : KvVvGgve«¬ cÉk²mswkÏÓ¡UwcGKi mGã eBGq hw` wPò^vGK, ZvnGj cÉGk² bv PvBGjIwPò ˆ`Iqvi ˆPÓ¡v KiGe|ˆhgb@wMÉbnvDm, cvwbPò×, FZzcwieZÆb, Avwn×K MwZ BZÅvw`| ‰me UwcGKi Ici cÉk² ‰GjDîGi wPò ˆ`Ge|

ˆgv. ˆkL dwi` DÍÏvnwmwbqi wkÞKexiGkÉÓ¤ bƒi ˆgvnvÁÃ` cvewjKKGjR, wcjLvbv, XvKv

myGhvM ^vKGj wPò ˆ`Ge

weævb

ài‚Z½cƒYÆ AaÅvq1, 3, 5, 6, 7, 8, 9, 10, 11, 12,14 AaÅvGqi Ici ˆewk ˆRvi ˆ`Ge|

ài‚Z½cƒYÆ KvVvGgve«¬ cÉk² cÉ^g AaÅvq :

AvÍÏvn Zv’Avjvi cwiPq,AvÍÏvn Zv’Avjvi àYvewj,bex I ivmyGji cwiPq|

w«¼Zxq AaÅvq : Bev`Z, mvjvZ, mvIg,RvKvZ, nR I ˆKvievwb|

Z‡Zxq AaÅvq : ˆ`kGcÉg,mZZv, gv-evevi ˆL`gZ,kÉGgi ghÆv`v|

PZz^Æ AaÅvq : ˆKviAvbgwRG`i cwiPq, gvLivR,IqvKd|we. `Ë. : cuvPwU myivi A^ÆgyLÕ© ivLGZ nGe| Avimyiv AvjvGKi cÉ^g cuvPwUAvqvGZi A^Æ gyLÕ©ivLGe|

cçg AaÅvq : gnvbexnRiZ gynvÁÃ` (mv.)-‰iRxebv`kÆ| AwZwiî× : nRiZ bƒn(Av.), nRiZ Beivwng(Av.), nRiZ `vD` (Av.)I nRiZ Cmv (Av.)|

[ 12 ] covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017

cÉv^wgK wkÞv mgvcbx cixÞv-2017 welqwfwîK cÉk² KvVvGgvI bÁ¼i wefvRb

cÉk² KvVvGgv I bÁ¼i wefvRb

2017 mvGji cÉv^wgK wkÞv mgvcbx cixÞvi cÉk²cGòi KvVvGgv I bÁ¼i wefvRbcÉKvk KGiGQ RvZxq cÉv^wgK wkÞv ‰KvGWwg (ˆbc)| cÉwZwU welGq 80% ˆhvMÅZvwfwîK (Competency Based) cÉk² ‰es 20%MZvbyMwZK (Traditional) cÉk² wbaÆviY Kiv nGqGQ

evsjvmgq : 2 N¥Ÿv 30 wgwbUcƒYÆgvb : 100cÉ`î AbyGœQ` (cvVÅ eB ˆ^GK) cGo 1 ˆ^GK 4ò×wgK chƯ¦ cÉGk²i Dîi wjLb1. eü wbeÆvPbx cÉk² (5wU) 52. cÉGk²i Dîi wjLb (3wU) 1+2+2 = 53. kõv^Æ wjLb (5wU) 54. AbyGœQG`i mvivsk wjLb 55 ˆ^GK 15 ò×wgGKi cÉk²àGjv nGe ˆhvMÅZvwfwîKcÉ`î AbyGœQ`/KweZvsk (cvVÅ eB-ewnf„ÆZ) cGo 5,6 I 7 ò×wgK cÉGk²i Dîi wjLb5. mwVK DîiwU DîicGò wjLb (5wU eü wbeÆvPbxcÉk²) 1–5 = 56. cÉ`î kGõi A^Æ eyGS kƒbÅÕ©vb cƒiY Kiv (5wU kƒbÅÕ©vb ^vKGe) 1–5 = 57. AbyGœQ` cGo cÉk²àGjvi Dîi wjLb/eywSGq wjLb(wZbwU cÉk² ^vKGe ‰es cÉwZwUi Dîi wjLGZ nGe) 3–5 = 158. hyî×eYÆ wefvRb I evGKÅ cÉGqvM (5wU) 2–5 = 109. weivg wPn× ewmGq AbyGœQ` cybwjÆLb (cvVÅcyÕ¦GKi AbyGœQ`) 510. ‰KK^vq cÉKvk (5wU)/wò×qvcG`i PwjZi…cwjLb (5wU) 511. wecixZ kõ wjLb (5wU)/mgv^ÆK kõ wjLb(5wU) 512. cvVÅ eBGqi KweZv/Qov (ˆhGKvGbv Ask ˆ^GK6-8 jvBb) cGo cÉk²àGjvi Dîi wjLb (3wU cÉk²^vKGe, cÉwZwU cÉGk²i Dîi wjLGZ nGe, hvi gGaÅ1wU cÉk² KweZvsGki gƒjfve wjLbmsò×v¯¦ nGe) 2+5+3 = 1013. cÉ`î wbG`Ækbv Abyhvqx dig cƒiYKiY 514. cÉ`î wbG`Ækbv Abyhvqx `iLvÕ¦/wPwV wjLb| 515. iPbv wjLb 10(4wUi gGaÅ 1wUi Dîi w`GZ nGe| BwãZ ˆ`Iqv^vKGe ‰es 200 kGõi gGaÅ wjLGZ nGe)

MwYZmgq : 2 N¥Ÿv 30 wgwbUcƒYÆgvb : 100[me cÉGk²i Dîi w`GZ nGe| Wvb cvGki msLÅvcÉGk²i cƒYÆgvb ævcK]

1. eü wbeÆvPbx cÉk² (24wU cÉk² ^vKGe| ‰i gGaÅcÉ g 20wU nGe ˆhvMÅZvwfwîK) 1–24 = 242. mswÞµ¦ Dîi cÉk² (10wU cÉk² ^vKGe, hvi 10wUBnGe ˆhvMÅZvwfwîK) 1–10 = 103. Pvi cÉwò×qv mÁ·wKÆZ mgmÅv (ˆhvMÅZvwfwîK)(2wUi gGaÅ 1wUi Dîi w`GZ nGe) 84. jmvà I Mmvà (ˆhvMÅZvwfwîK) (2wUi gGaÅ1wUi Dîi w`GZ nGe) 85. mvaviY f™²vsk mÁ·wKÆZ mgmÅv(ˆhvMÅZvwfwîK) (2wUi gGaÅ 1wUi Dîi w`GZ nGe)86. Mo mÁ·wKÆZ mgmÅv (ˆhvMÅZvwfwîK) (2wUigGaÅ 1wUi Dîi w`GZ nGe) 87. `kwgK f™²vsk/kZKiv mÁ·wKÆZ mgmÅv (2wUigGaÅ 1wUi Dîi w`GZ nGe) 88. RÅvwgwZ (ˆhvMÅZvwfwîK) wbG`Ækbv AbymvGi wPòAâb I ŠewkÓ¡Å wjLb (3wUi gGaÅ 2wUi Dîi w`GZnGe) 5–2 = 109. cwigvc I mgq mÁ·wKÆZ mgmÅv(ˆhvMÅZvwfwîK) (2wUi gGaÅ 1wUi Dîi w`GZ nGe)810. Dcvî webÅÕ¦KiY mÁ·wKÆZ mgmÅv (2wUi gGaÅ1wUi Dîi w`GZ nGe) 8[ we.`Ë.: 3 ˆ^GK 7 ‰es 9 ˆ^GK 10 bÁ¼i chÆ ¦cÉGk²i Dîi cÉ vGbi ˆÞGò DîicGò mgvavb KGiˆ`LvGZ nGe| ˆKvGbv wkÞv^Æx DwÍÏwLZ cÉk²àGjvigGaÅ ˆKvGbv cÉGk²i mgvavb bv ˆ`wLGq ÷ay DîiwjLGj IB cÉGk²i DîGi ˆKvGbv bÁ¼i cvGe bv|]

covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017 [ 13 ]

evsjvG`k I wek¼cwiPqmgq 2 N¥Ÿv 30 wgwbUcƒYÆgvb : 1001| eü wbeÆvPbx cÉk² (Multiple ChoiceQuestion) 50wU| cÉ g 40wUˆhvMÅZvwfwîK|2| mswÞµ¦ cÉk² (Short ConstructedResponse Question) 15wU| cÉ^g10wU ˆhvMÅZvwfwîK| 1–15 = 153| KvVvGgve«¬ cÉk² (ConstructedResponse Question) 10wU| cÉ^g 8wUcÉk² ^vKGe ˆhvMÅZvwfwîK| ‰i gGaÅ6wUi Dîi w`GZ nGe| ˆkl 2wU cÉk²^vKGe MZvbyMwZK| ‰i gGaÅ 1wUiDîi w`GZ nGe| 5–7 = 35

cÉv^wgK weævbmgq : 2 N¥Ÿv 30 wgwbUcƒYÆgvb : 1001| eü wbeÆvPbx cÉk² (Multiple ChoiceQuestion) 50wU| cÉ g 40wUˆhvMÅZvwfwîK| 1–50 = 502| mswÞµ¦ cÉk² (Short ConstructedResponse Question) 15wU| cÉ^g10wU ˆhvMÅZvwfwîK| 1–15 = 153| KvVvGgve«¬ cÉk² (ConstructedResponse Question) 10wU| cÉ^g 8wUcÉk² ^vKGe ˆhvMÅZvwfwîK| ‰i gGaÅ6wUi Dîi w`GZ nGe| ˆkl 2wU cÉk²^vKGe MZvbyMwZK| ‰i gGaÅ 1wUiDîi w`GZ nGe| 5–7 = 35

agÆ(Bmjvg I ŠbwZK wkÞv, wn±`y agÆ IŠbwZK wkÞv, ˆeŒ«¬ agÆ I ŠbwZK wkÞv,wLËÕ¡ agÆ I ŠbwZK wkÞv)mgq : 2 N¥Ÿv 30 wgwbUcƒYÆgvb : 1001| eü wbeÆvPbx cÉk² (Multiple ChoiceQuestion) ^vKGe 50wU| 1–50 = 50‰i gGaÅ cÉ g 40wU ˆhvMÅZvwfwîK|2| mswÞµ¦ cÉk² (Short ConstructedResponse Question) 15wU|1–15 = 15‰i gGaÅ cÉ^g 10wU ˆhvMÅZvwfwîK| 3| KvVvGgve«¬ cÉk² (ConstructedResponse Question) 10wU| cÉ^g 8wUcÉk² ^vKGe ˆhvMÅZvwfwîK| ‰i gGaÅ6wUi Dîi w`GZ nGe| ˆkl 2wU cÉk²^vKGe MZvbyMwZK| ‰i gGaÅ 1wUiDîi w`GZ nGe| 5–7 = 35

EnglishTime : 2 hours 30 minutesFull marks : 100Read the text and answer the questions 1, 2, 3 and 4 (Thetext/dialogue/diagram/picture will be taken from the bookEnglish for Today Class 5.)1. Multiple choice questions (MCQ : Competency based) 1×10 = 102. Matching the given words with their meanings/Fill in the blanks(Competency based) 1×5 = 53. Short questions (5 short constructed response questions will begiven and students will have to answer all of them : Competencybased) 104. Short Composition (Free writting or by answering a set ofquestions related to text. Students will write at least five sentencesrelated to the topic. Capital letters, punctuation, spelling andsentence structure will be marked : Competency based) 10Read the text and answer the questions 5, 6, 7 and 8 (Thistext/dialogue/diagram/picture will not be taken the bookEnglish for Today Class 5 but it must be of similar difficultylevel for Grade-5 students)5. Multiple choice questions (Competency based) l×l0 = 106. Fill in the blanks with the given words (Competency based)1×5 = 57. Short questions (5 short constructed response questions will begiven and students will have to answer all of them Competencybased) 2×5 = 108. Writing a simple personal letter. (Clues will be given andstudents will have to write at least six sentences accordingly :Competency based). 109. Making five WH questions from the given statements (By usingWho, What, When, Where, Why, Which and How). Student willmake question with the underlined word (Competency based). 2×5 = 10 10. Short questions (Students will answer all questions byunderstanding short informativetext/instructions/activities/suggestions/directions/procedures to doany work) 1+2+3 = 611. Short questions/Fill in the blanks (By using information related todays, months, time, cardinal and ordinal numbers in tables/columns orwords for figures, students will answer short questions/fill in the gaps.)512. Rearrange words in the appropriate order to make meaningfulsentences. 1x5 = 513. Form Completion (Students will complete a form by usinggiven information) 4

BsGiwR welGqi 9 bÁ¼i cÉGk²i RbÅ ‰KwU bgybv Dîi(Sample Answer for the Question No. 9)9. Making five WH questions from the given statements (By usingWho, What, When, Where, Why, Which and How). Student willmake question with the underlined word(s) : Competency based.1. Raju was in class 5.Ans. What class was Raju in?2. Raju is a fire fighter. Ans. Who is a fire fighter?3. A long time ago there was a fire in Raju's School. Ans. When was there a fire in Raju's school?4. Raju teaches new fire fighters.Ans. What does Raju do to the new fire fighters?5. There are 13 Upazilas in the district.Ans. How many Upazilas are there in the district?

cÉk² KvVvGgv I bÁ¼i wefvRb

[ 14 ] covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017

covGjLv cÉv^wgK wkÞv mgvcbx cÉÕ§wZ msLÅv 2017 [ 15 ]