Kzwg Uvjv Nvb Zj

cvV¨m~wP 2016

Z…Zxq †kªwY

welq t evsjv

Aa© evwl©K cix¶v

gvm I K¬vm / K¬v‡mi msL¨v / cvV¨m~wP / wk¶‡Yi aviv
Rvbyqvwi / 3wU / M`¨ t Qwe I K_v, / co‡Z †kLv‡bv n‡e| KweZv gyL¯’ ej‡Z I wjL‡Z wkLv‡bv n‡e| kãv_©, hy³eY© evbvb, cÖ‡kœi DËi, evK¨ MVb, wecixZ kã †kªwYK‡¶ wjLv‡bv I wkLv‡bv n‡e| iPbv wjLvi wbqg wkLv‡bv n‡e|
20wU / 3wU / c`¨ t nv‡U hve
5wU / M`¨ t ivRv I Zuvi wZb Kb¨v|
9wU / e¨vKiY t fvlv, e¨vKiY, aŸwb
†deªyqvwi / 5wU / c`¨ t Avgv‡`i GB evsjv‡`k
19wU / 5wU / M`¨ t fvlv knx`‡`i K_v
4wU / c`¨ t Pj&, Pj&, Pj
2wU / e¨vKiY t c`,c` cwieZ©b
3wU / iPbvt Avgvi kL|
gvP© / 5wU / M`¨ t ¯^vaxbZv w`em‡K wN‡i,
22wU / 5wU / c`¨ t ZvjMvQ
5wU / M`¨ t Kzu‡Rv eywoi Mí
4wU / e¨KviY t mwÜ
3wU / iPbv t evsjv‡`‡ki el©vKvj|
GwcÖj / 5wU / M`¨t GKvB GKwU `yM©
17wU / 5wU / c`¨ t Avgvi cY
3wU / e¨vKiY t evK¨ I kã
4wU / iPbv t Avgv‡`i MÖvg
‡g-2wU / 2wU / wPwV: evevi Kv‡Q eB †Kbvi UvKv †P‡q cÎ|
cybiv‡jvPbv

evwl©K cix¶v

gvm I K¬vm / K¬v‡mi msL¨v / cvV¨m~wP / wk¶‡Yi aviv
RyjvB / 4wU / M`¨ t Avgv‡`i MÖvg / Aa©evwl©K cix¶vi gZ|
11wU / 4wU / M`¨ t cvwL‡`i K_v
3wU / iPbv t Avgv‡`i we`¨vjq
AvMó / 4wU / c`¨ t Av`k© †Q‡j
21wU / 4wU / M`¨ t KvbvgvwQ †fuv †fuv,
4wU / c`¨ t eo †K? Nywo
6wU / e¨vKviY t wj½, wecixZ kã (wbe©vwPZ Ask)|
3wU / iPbv t ¯^vaxbZv w`em|
‡m‡Þ¤^i / 5wU / M`¨ t GKRb cUzqvi K_v, cvjøv †`Iqvi Lei
10wU / 5wU / M`¨ t w÷gv‡ii wmwU
A‡±vei / 5wU / M`¨ t wbivc‡` PjvPj|
13wU / 4wU / e¨vKiY t GK K_vq cÖKvk (wbe©vwPZ Ask)|
4wU / iPbv t evsjv‡`‡ki cvwL
b‡f¤^i
12wU / 12wU / Av‡e`b cÎ : webv †eZ‡b Aa¨q‡bi Rb¨ cÖavb wkÿ‡Ki wbKU GKLvbv Av‡e`b cÎ wjL|
cybiv‡jvPbv

cÖ‡kœi aviv I gvbeÈb t

1| KweZv gyL¯’ wjLb| / 10
2| kãv_©| / 10
3| evK¨ MVb| / 1 ´ 5 = 05
4| hy³eY© †f‡½ bZzb kã MVb| / 2 ´ 5 = 10
5| Aby‡”Q` c‡o DËi| (wUK wPý/ïb¨¯’vb/GK K_vq DËi) / 3 ´ 5 = 15
6| eo cÖkœ| (5wU) / 5 ´ 3 = 15
7| e¨KiY Ask †_‡K 3wU cÖkœ| / 5 ´ 3 = 15
8| wPwV/Av‡e`b cÎ| / 05
9| dig c~iY| / 05
10| iPbv wjLb| / 1 ´ 10 = 10
†gvU = 100

Subject : English

Half Yearly Examination

Months / Text / Classes / Lessons and Pages
Jan / Unit - 1 / 3 / Greetings and Introductions, Introducing a student (Pg. 2–3)
unit – 2 / 3 / Introducing a teacher, Introducing someone. Completing table with information (Pg. 4–5)
Unit - 3 / 3 / Dialogue (Pg. 6–7)
Unit-5,7 / 3 / Commands, Instructions and Requests (Pg. 10-11, 14–15)
Grammar / 3 / Word, Sentence, Subject and Predicate.
Spoken and
Reading / 3 / Acting out dialogues: for practice (pg-2,6,7,22,23)
Paragraph / 2 / Myself
Feb / Unit -9,11 / 3 / Commands. Instructions and Requests (P . 18–19. 22-23)
Unit - 13 / 3 / Letters and Sounds (Pg. 26–27)
Unit - 15 / 3 / Names of the days and months (Pg.30–31)
Grammar / 6 / ' Use of Article A, An and The.
Paragraph / 3 / My teacher
Mar / unit -17 / 3 / Names of the months and days of the month (P . 34–35)
Unit -19,21 / 4 / Occupations (Pag. 38–39, 42–43)
Unit -23 / 3 / What do they do (Pg. 46–47)
Unit - 25 / 3 / What sound do they make (Pg. 50–5l)
Grammar / 6 / Number, Gender
Paragraph / 3 / Our School
Apr-Jun / Unit -26, 27 / 6 / What are they doing (Pg . 53, 54)
Unit - 28 / 4 / Story – The cow and the frog. (Pg. 56–57)
Grammar / 6 / Tense-Simple present and Present continuous.

Annual Examination

Months / Teats / Classe / Lessons and Pages
unit- 30 / 3 / The story of Ria and Mashuk (Pg. 60)
Unt -32 / 3 / The story of Maliha (Pg. 64)
July / Grammar / 3 / Use of Preposition (For practice Unit -29:- Pg. 58–59)
Spoken and reding / 2 / For practice - Pg. 66, 71, 77.
Unit - 33 / 4 / Story: The boy s and the frogs (Pg. 66–67)
Unit - 34 / 3 / My family (Pg. 68)
Unit - 35 / 3 / My friend (P . 70)
Aug / Grammar / 6 / Capital letters and Punctuation marks (For practice- Pg. (60,62,63,64)
Paragraph ~ / 3 / My family
Paragraph / 3 / Food
Unit - 36 / 3 / Food we need (Pg. 72)
Unit -37 / 4 / What food should we eat? (Pag. 74 –75)
What food should we eat? (Pg. 74-75)
Unit -38 / 3 / Cleanliness (Pg.76)
Sep-Oct / Gramrnar / 6 / Conjugation of verbs (fixed by subject teachers)
Paragraph / 3 / Cleanliness
Unit -39 / 6 / Story - The crow (P . 78–79)
4 / Translation (fixed by subject teachers)
Nov-Dec / Grammar / 4 / Simple past tense.
4 / Simple future tense.

Distribution of Marks :

1. Seen Comprehension
Read the text and answer the question a,b,c and d
a.Choose the best answer from the alternativs(MCQ) / 1 ´ 5 = 05
b. Write true or false / 1 ´ 5 = 05
c. Match the word of the column A with their meaning which are mentioned in the text in the column B / 1 ´ 5 = 05
d. Asnwer the following question / 2 ´ 5 = 10
2. Unseen Comprehension
Read the text and answer the question e,f,g and h
e.Choose the best answer from the alternativs(MCQ) / 1 ´ 5 = 05
f. Fill in the gaps with the correct words / 1 ´ 5 = 05
g. Asnwer the following question / 1 ´ 5 = 05
h. Write short Composition on/about / 1 ´ 5 = 05
3. Grammar
Tense, Verb, Article, Capital letter punctuation mark, / 5+5+5+5=20
4.Translation / 10 ´ 1 = 10
5. Re-arrange / 1 ´ 5 = 05
6. Paragraph / 10 ´ 1 = 10
7. Fill up a form / 1 ´ 5 = 05
8. Reading and spoken / 1 ´ 5 = 05
Total = 100

Q.No ......

** Capital letter punctuation must be from EFT.

welq t cÖv_wgK MwYZ

Aa© evwl©K cix¶v

gvm I K¬vm / K¬v‡mi msL¨v / cvV¨m~wP / wk¶‡Yi aviv
Rvbyqvwi
20wU / 2 / 1| msL¨v I msL¨v MYbv (1.1Ñ1.2) c„. 2Ñ9 / 1| cvV¨ eB‡qi Av‡jv‡K Qwe e¨envi K‡i †kLv‡bv n‡e|
4 / 2| ¯’vbxq gvb (1.3) c„. Ñ 10 Ñ 12 / 2| eB‡qi Qwe e¨envi K‡i †kLv‡bv n‡e|
4 / 3| msL¨vi Zzjbv (1.4) c„. Ñ 13 Ñ 14 / 3| cÖZxK e¨envi K‡i Kiv‡bv n‡e|
5 / 4| µgevPK msL¨v I wb‡R Kwi (1.5Ñ1.6) c„. 15 Ñ 20 / 4| Qwe I QK e¨envi K‡i Kiv‡bv n‡e|
5 / 5| †hvM t (nv‡Z bv †i‡L I nv‡Z †i‡L †hvM) (2.1 Ñ 2.3) c„. 21 Ñ 28 / 5| ¯’vbxq gvb Abyqvqx mvwR‡q †hvM AsK †kLv‡bv n‡e|
‡d«eªæqvwi
16wU / 4 / 6| †hv‡Mi mgm¨v wb‡R Kwi (2.4) c„. 29 Ñ 30 / 6| mwVK fvlvq mvwR‡q Kiv‡bv n‡e|
6 / 7| we‡qvMt (nv‡Z bv †i‡L I nv‡Z †i‡L (3.1 Ñ3.3) c„ôv. 31 Ñ 38 / 7| we‡qvRb, we‡qvR¨, we‡qvM d‡ji, msÁv wkwL‡q eB‡qi wbq‡g Kiv‡bv n‡e|
3 / 8| we‡qv‡Mi mgm¨v wb‡R Kwi (3.4) c„. 39 / 8| mwVK fvlvq mvwR‡q Kiv‡bv n‡e|
3 / 9| †hvM we‡qv‡Mi m¤úK© (3.5) c„. 40 / 9| eB‡qi wbq‡g Kiv‡bv n‡e|
gvP©
20wU / 4 / 10| †hvM we‡qv‡Mi mgm¨v wb‡R Kwi (3.6) c„. 41 Ñ 43 / 10| mwVK wbq‡g mvwR‡q Kiv‡bv n‡e|
4 / 11| ¸Yt 11 †_‡K 20 ch©šÍ ¸‡Yi bvgZv (4.1) c„. 44 Ñ 47 / 11| `jxq fv‡e mg¯^‡i cov‡bv n‡e|
4 / 12| `yB As‡Ki msL¨v‡K GK As‡Ki msL¨v Øviv ¸Y (4.2) c„. 48 Ñ 52 / 12| eB‡qi wbq‡g Kiv‡bv n‡e|
3 / 13| wZb As‡Ki msL¨v‡K GK As‡Ki msL¨v Øviv ¸Y (4.3) c„. 53 Ñ 50 / 13| eB‡qi wbq‡g Kiv‡bv n‡e|
5 / 14| 2 ev 3 As‡Ki msL¨v‡K `yB As‡Ki msL¨v Øvciv ¸Y| (4.4) c„. 55Ñ 58 / 14| eB‡qi wbq‡g Kiv‡bv n‡e|
GwcÖj
16wU / 4 / 15| ¸‡Yi mgm¨v wb‡R Kwi (4.5) c„. 59 Ñ 60 / 15| fvlv mvwR‡q Kiv‡bv n‡e|
6 / 16| fvM t `yB As‡Ki msL¨v‡K GK As‡Ki msL¨v Øviv fvM I wb‡R Kwi (5.1 Ñ5.4) c„t 61 Ñ 69) / 16| eB‡qi wbq‡g Kiv‡bv n‡e|
3 / 17| R¨vwgwZ t R¨vwgwZi msÁv, R¨vwgwZwe‡`i bvg, we›`y, †iLv, Zj †KvY| (10.1) c„. 106 Ñ 108 / 17| K¬v‡m wj‡L †`Iqv n‡e|
3 / 18| Aa© evwl©K cix¶vi cvV¨m~ wP wiwfkb

evwl©K cix¶v

gvm I K¬vm / K¬v‡mi msL¨v / cvV¨m~wP / wk¶‡Yi aviv
RyjvB
12wU / 6 / 19| †hvM, we‡qvM, ¸Y I fvM msµvšÍ mgm¨v wb‡R Kwi (6) c„. 70 Ñ 73 / 19| mvwR‡q I eywS‡q K¬v‡m Kwi‡q †`Iqv n‡e|
6 / 20| evsjv‡`kx gy`ªv I †bvU Gi wb‡R Kwi (7) c„. 74 Ñ 81 / 20| UvKvi †bvU I gy`ªv cÖ`k©Y K‡i I mgm¨v mvwR‡q Kiv‡bv n‡e|
AvMó
20wU / 14 / 21| fMœvsk t fMœvsk, fMœvs‡ki †hvM, fMœvs‡ki we‡qvM I wb‡R Kwi t (8.1 Ñ 8.4) c„. 82 Ñ 94 / 21| eB‡qi wbq‡g Qwe Gu‡K eyw©S‡q Kiv‡bv n‡e|
6 / 22| cwigvc (ˆ`N©¨) (9.1) c„. 95 Ñ 97 / 22| gvcKvwV, †cbwmj BZ¨vw` e¨envi K‡i Kiv‡bv n‡e|
‡m‡Þ¤^i
14wU / 5 / 23| IRb (9.1) c„. 98 Ñ 100 / 23| evULviv Gu‡K eB‡qi wbq‡g Kiv‡bv n‡e|
5 / 24| mgq (9.2) c„. 101 Ñ 103 / 24| Nwo Gu‡K mgq MYbv †kLv‡bv n‡e|
4 / 25| R¨vwgwZ t †Kv‡Yi cÖKvi, c„. 109 Ñ 110 / 25| mg‡KvY, m ¶¥‡KvY, ¯’‚j‡KvY msÁv wj‡L Gu‡K eySv‡bv n‡e|
A‡±vei
14wU / 7 / 26| ˆ`N©¨, IRb I mgq cwigv‡ci wb‡R Kwi (9.3) c„. 104 Ñ 105 / 26| fvlv mvwR‡q mwVK wbq‡g Kiv‡bv n‡e|
7 / 27| PZzfz©R I e„Ë Ges G‡`i wb‡R Kwi t c„. 111 Ñ 115 / 27| cÖ‡qvRbxq msÁv wj‡L wPÎ Gu‡K eySv‡bv n‡e|
b‡f¤^i / 10wU / 28| evwl©K cix¶vi cvV¨m~ wP wiwfkb Kiv‡bv n‡e|

Aa© evwl©K I evwl©K cix¶vi cÖ‡kœi aviv I gvbeÈb t

1| mwVK DËi 20wU / 1´ 20 = 20
2| ms‡ÿ‡c DËi `vI 10wU / 1 ´ 10 = 10
3| 6wU cÖ‡kœi DËi `vI (2wU †hvM¨ZvwfwËK I 4wU eo AsK ) / 6 ´ 10 = 60
4| R¨vwgwZ (wPÎmn msÁv `vI 2wU) / 2 ´ 5 = 10
†gvU =100

we.`ª. (cvV¨m~wPi GKB gv‡bi KvQvKvwQ gv‡bi msL¨v I bvg cwieZ©b K‡i ‡kÖwb‡Z Av‡jvwPZ wel‡qi Ges eB‡qi Av‡jv‡K cÖkœcÎ cÖYqb n‡e)

welq t evsjv‡`k I wek¦cwiPq

Aa© evwl©K cix¶v

gvm I K¬vm / K¬v‡mi msL¨v / cvV¨m~wP / wk¶‡Yi aviv
Rvbyqvwi / 6wU
7wU / Aa¨vqÑ1 t cÖvK…wZKII mvgvwRK cwi‡ek|
Aa¨vq Ñ2 t wg‡jwg‡k _vKv / cÖwZwU Aa¨vq gy‡L gy‡L cov‡bv I †ev‡W© wj‡L eySv‡bv n‡e| cvV`vb †k‡l Abykxjbxi cÖ‡kœvËimg n †kLv‡bv n‡e| ˆbe©¨w³K cÖ‡kœi DËi¸‡jv Aa¨v‡qi †fZi †_‡K cov‡bv n‡e| wKQy evwoi KvR †`Iqv n‡e|
†deªyqvwi / 6wU
6wU / Aa¨vqÑ 3t Avgv‡`i AwaKvi I `vwqZ¡|
Aa¨vq Ñ 4t mgv‡Ri wewfbœ †ckv|
gvP© / 6wU
7wU / Aa¨vq Ñ5t gvby‡li ¸Y|
Aa¨vqÑ6 t mvgvwRK cwi‡e‡ki Dbœqb
Gwcªj I †g / 6wU
4wU / Aa¨vqÑ7t cwi‡ek msi¶Y I Dbœqb|
me Aa¨vq (1 Ñ 7) Aa¨vq cybiv‡jvPbv

evwl©K cix¶v

gvm I K¬vm / K¬v‡mi msL¨v / cvV¨m~wP / wk¶‡Yi aviv
RyjvB / 6wU / Aa¨vqÑ8t gnv‡`k I gnvmvMi / cÖwZwU Aa¨vq gy‡L gy‡L cov I cÖ‡qvR‡b †ev‡W© wj‡L eySv‡bv n‡e| cvV`vb †k‡l Abykxjbxi cÖ‡kœvËimg n †kLv‡bv n‡e| ˆbe©¨w³K cÖ‡kœi DËi¸‡jv Aa¨v‡qi †fZi †_‡K cov‡bv n‡e| wKQy evwoi KvR †`Iqv n‡e|
AvMó / 8wU
7wU / Aa¨vqÑ9t Avgv‡`i evsjv‡`k|
Aa¨vqÑ10t Avgv‡`i RvwZi wcZv|
‡m‡Þ¤^i / 5wU / Aa¨vqÑ11t Avgv‡`i BwZnvm I ms¯‹…wZ|
A‡±vei / 7wU / Aa¨vqÑ12tevsjv‡`‡ki RbmsL¨v|
b‡f¤^i / 7wU / cybiv‡jvPbv|

cÖ‡kœi aviv I gvbeÈb t

1| ‰be©¨vwËK 40wU / 1 ´40 = 40
2| mswÿß cÖkœ 10wU / 2 ´ 10 = 20
3| k~b¨¯’vb c~iY 5wU / 1 ´ 5 = 5
4| iPbvg~jK cÖkœ 7wU / 5 ´ 7 = 35
†gvU = 100

welq t cÖv_wgK weÁvb

Aa©evwl©K cix¶v

gvm I K¬vm / K¬v‡mi msL¨v / cvV¨m~wP / wk¶‡Yi aviv
Rvbyqvwi / 5wU / Aa¨vq Ñ1t Avgv‡`i cwi‡ek| / cÖwZwU Aa¨vq gy‡L cov‡bv I †ev‡W© wj‡L †evSv‡bv n‡e| cvV`vb †k‡l Abykxjbxi cÖ‡kœvËimg ~n †kLv‡bv n‡e| ˆbe©¨w³K cÖ‡kœi DËi¸‡jv Aa¨v‡qi †fZi †_‡K cov‡bv n‡e| wKQy evwoi KvR †`Iqv n‡e|
13wU / 8wU / Aa¨vqÑ 2t Rxe I Ro
†deªyqvwi / 6wU / Aa¨vq Ñ3t wewfbœ ai‡bi c`v_©
12wU / 6wU / Aa¨vq Ñ4t Rxe‡bi Rb¨ cvwb
gvP©- / 5wU / Aa¨vq Ñ5t gvwU
13wU / 8wU / Aa¨vq Ñ 6t evqy
GwcÖj
10wU / 10wU / Aa©-evwl©K cix¶vi cvV¨m~wP cybiv‡jvPbv
‡g , Ryb / 1wU / evwl©K cix¶vi cvV¨m~wP cybiv‡jvPbv

evwl©K cix¶v

gvm I K¬vm / K¬v‡mi msL¨v / cvV¨m~wP / wk¶‡Yi aviv
RyjvB-6wU / 6wU / Aa¨vq Ñ7 t Lv`¨| / cÖwZwU Aa¨vq gy‡L cov‡bv I †ev‡W© wj‡L †evSv‡bv n‡e| cvV`vb †k‡l Abykxjbxi cÖ‡kœvËimg ~n †kLv‡bv n‡e| ˆbe©¨w³K cÖ‡kœi DËi¸‡jv Aa¨v‡qi †fZi †_‡K evbv‡bv n‡e| wKQy evwoi KvR †`Iqv n‡e|
AvMó-15wU / 7wU
8wU / Aa¨vq Ñ 8t ¯^v¯’¨wewa|
Aa¨vq Ñ9t kw³|
‡m‡Þ¤^i
5wU / 5wU / Aa¨vqÑ 10 t cÖhyw³i m‡½ cwiPq|
A‡±vei
7wU / 3wU
4wU / Aa¨vqt 11| Z_¨ I †hvMv‡hvM| Aa¨vq t 12| RbmsL¨v I cÖvK…wZK cwi‡ek|
b‡f¤^i / 7wU

cÖ‡kœi aviv I gvbeÈb t

1| ‰be©¨vwËK 40wU / 1 ´40 = 40
2| mswÿß cÖkœ 10wU / 2 ´ 10 = 20
3| k~b¨¯’vb c~iY 5wU / 1 ´ 5 = 5
4| iPbvg~jK cÖkœ 7wU / 5 ´ 7 = 35
†gvU = 100

welq t Bmjvg I ˆbwZK wk¶v

Aa©-evwl©K cix¶v

gvm I K¬vm / K¬v‡mi msL¨v / cvV¨m~wP / wk¶‡Yi aviv
Rvbyqvwi
12wU / 01 / cÖ_g Aa¨vq t
Bgvb I AvKvB` / wiwWs I Av‡jvPbv Kiv n‡e|
01 / Avjøvni cwiPq
01 / Avjøvn mªóv
01 / Avjøvn cvjbKvix
01 / Avjøvn wiwRK`vZv
01 / Avjøvn `qvjy
01 / bwe-ivm~j
01 / Avmgvwb wKZve
01 / AvwLivZ
01 / Kv‡jgv Zvwq¨ev
01 / Abykxjbx|
†deªæqvwi / wØZxq Aa¨vq t
10wU / 01 / Bev`Z / cÖkœ wPwýZ
01 / cvK-cweÎZv / K‡i gyL¯’ Kiv‡bv
01 / Ihy
01 / nvZ-cv‡qi cwi”QbœZv
02 / mvjvZ, mvjv‡Zi Iqv³
02 / mvjv‡Zi wbqg
01 / mvbv, iyKz-wmR`vn
01 / wmR`vn Kivi wbqg
gvP©- / wØZxq Aa¨vq t
12wU / 01 / mvjvg / wiwWs, Av‡jvPbv
01 / mvjv‡Zi ˆbwZK DcKvi / I cÖ‡kœvËi †kLv‡bv
03 / Abykxjbx
01 / ‡gŠwLK cix¶vi welq
01 / AvDhywejøvn-wemwgjøvn
01 / mvbv
01 / K‡jgv kvnv`Z
02 / myiv Avj dvwZnv
02 / wiwfkb 1g Aa¨vq
GwcÖj I / 6 / wiwfkb 2q Aa¨vq
‡g 7wU / 01 / †gŠwLK cix¶v MÖnY|

evwl©K cix¶v

gvm I K¬vm / K¬v‡mi msL¨v / cvV¨m~wP / wk¶‡Yi aviv
RyjvB
5wU / Z…Zxq Aa¨vq t / we‡kl As‡ki wiwWs I Av‡jvPbv
01 / AveŸv-Av¤§vi K_v †kvbv
02 / mncvVx‡`i mv‡_ fv‡jv e¨envi
02 / mvjvg wewbgq|
AvMó
12wU / Z……Zxq Aa¨vq t / wiwWs I Av‡jvPbv
01 / †gngv‡bi mv‡_ fv‡jv e¨envi
01 / gvby‡li †mev
01 / Rx‡e `qv
01 / mZ¨ K_v ejv
02 / Abykxjbx|
cÂg Aa¨vq / AbymiY I AbyKi‡Yi
01 / bwe-ivm j (mv.) / ‡cÖiYv `vI|
01 / gnvbwe (mv.)
02 / beyqZ jvf I Bmjvg cÖPvi
02 / gnvbex (m) wQ‡jb gvbe `i`x
‡m‡Þ¤^i
5wU / 02
01
02 / cÂg Aa¨vq
AZ¨vPv‡i cÖwZev‡` gnvbwe (m)
K‡qKRb bwei bvg
Abykxjb / cÖ‡kœi DËi †evSv‡bv|
A‡±vei
6wU / 01
01
01
03 / ‡gŠwLK cix¶vi welq t
bv‡Z ivmyj
myiv Avj dvjvK
myiv Avb-bvm
wiwfkb 3q Aa¨vq
b‡f¤^i
6wU / 5wU
01 / wiwfkb 5g Aa¨vq
‡gŠwLK cix¶v AskMÖnY

cÖ‡kœi aviv I gvbeÈb t

1| ‰be©¨vwËK 40wU / 1 ´40 = 40
2| mswÿß cÖkœ 10wU / 2 ´ 10 = 20
3| k~b¨¯’vb c~iY 5wU / 1 ´ 5 = 5
4| iPbvg~jK cÖkœ 7wU / 5 ´ 7 = 35
†gvU = 100

welq t wn›`y ag© I ˆbwZK wk¶v

Aa© evwl©K cix¶v