N 2019 qL$¨d[ : T 10.00

dpkhpf AÊepkæ$d : ^p°fZ 7 2

rhL$pk d|ëep¬L$_ ep¡S>_p : ^p¡fZ 6 \u 8

rhjep° rQ”L$gp

^p°fZ 6 \u 8

Ap•`QpqfL$ g°rM[ d|Îep¨L$_

80

A_p•`QpqfL$ d|Îep¨L$_ –

Ap¨[qfL / ‚∑Lπ$qV$L$g 20

Ly$g NyZ 100

q‹[ue k” dpV°$ rinL$ÓuA° `qfZpd`”L$ [•epf L$f[u hM[°

dyøe rhjep°dp¨ Ly$g 80 NyZdp¨\u d°mh°g NyZ_°

2 hX°$ cpN[p Aph_pf NyZ_° `qfriÛV$_p g°rM[

d|Îep¨L$__p 40 NyZ_p L$p∑gddp¨ ]$ipÆhhp_p

fl°i°.

AÊepkæ$d

|fL$ d|Îep¨L$_ 1 : Ap∑NıV$, 2015 : S|>_ '15 A_° Sy>gpC '15_p° fl°i°.

d|ÎepL$_ ñ ‚\d k” : Ap∑ºV$p°bf, 2015 : S|>_ ’15\u Ap∑ºV$p°bf ’15 ky u_p° fl°i°.

|fL$ d|Îep¨L$_ 2 : a°b∞yApfu, 2016 : _h°Ábf '15\u ≈fieyApfu '16_p° fl°i°.

d|Îep¨L$_ ñ q‹[ue k” : A°r‚g, 2016 : _h°Ábf ’15\u A°r‚g ’16 ky^u_p° fl°i°.

rQ”L$gp rhjedp¨ dp” q‹[ue k”dp¨ g°rM[ d|Îep¨L$_ L$fhp_y¨ lp°hp\u [°dp¨ k¨`|ZÆ

AÊepkæ$d fl°i°.

dyøe rhjep° : ^p°fZ 6 \u 8 `|fL$ d|Îep¨L$_ 1 A_° 2

(40 – 40 dpLπÆ$k)

‚\d A_° q‹[ue k” dpV°$

rhjep° dyøe L$Á‡e|V$f kp. op_

^p°fZ 6 \u 8 6 \u 8 6 \u 8

Ap•`QpqfL$ g°rM[ d|Îep¨L$_ 80 ÷ 2 40 40

A_p•`QpqfL$ d|Îep¨L$_ 40 – –

Ap¨[qfL$ / ‚∑Lπ$qV$L$g 20 10 10

Ly$g NyZ 100 50 50

dpkhpf AÊepkæ$d : ^p°fZ 7 3

1. NyS>fp[u

dpkhpf AÊepkæ$d (q‹[ue k”)

^p°fZ 7

dpk `pW$ L$pÏe g°M_

_h°Ábf 11. AMbpfu _p¢^ (_p¢^)

qX$$k°Ábf 13. lpCıL|$gdp¨ (Ap–dL$\pM¨X$) 14. cduA° NyS>fp[° : ]$rnZ cZu (‚hpkg°M) 15. Aph, cpZp Aph ! (lpıeL$\p) `|fL$ hpQ_ : 2. apV°$gu _p°V$ (lpıeL$\p)

12. S>__u 1. dp[©‚°d (L$rh[p) • Óy[g°M_ (dyM`pW$) `|fL$ hpQ_ : 1. Np°th]$_p NyZ Npiy¨ (cS>_)

2. `”g°M_ 3. dpfp r‚e rinL$

ó

_p¢ : rinL$cpC-bl°_p°A° dyøe rhjep°dp `pW$È yı[L$ [\p rinL$-Aph©r—_p° `|f°`|fp° AÊepk L$fu_° rinZ Ap`hp rh_¨[u.

dpkhpf AÊepkæ$d : ^p°fZ 7 4

16. N∞pddp[p 4. riepmp_u (M¨X$L$pÏe) khpf 5. N∞pd∆h_

19. kp°_p S>°hu khpf 6. 26 ≈fieyApfu / (‚L©$q[Nu[) ‚≈k—pL$q]$_ (dyM`pW$) 7. hp[pÆg°M_

21. kycprj[p° 8. rhQpfrhı[pf

`y_fph[Æ_ ó

≈fieyApfu 17. tkl_u ]$p°ı[u (gp°L$L$\p) `|fL$ hpQ_ : 3. A°L$ S> gˇe (◊ÛV$p¨[L$\p)

a°b∞yApfu 18. ∆hfpd cÀ$ (_pV$L$) `|fL$ hpQ_ : 4. `|ƒe dp°V$p (∆h_Qqf”)

dpQÆ 20. `p¨Q ]$pZp (bp°^L$\p) `|fL$ hpQ_ : 5. ip°Mu_ rbgpX$u (bp°^L$\p)

A°r‚g `y_fph[Æ_

dpkhpf AÊepkæ$d : ^p°fZ 7 5

2. oh›Xr

dpk `pW$ L$pÏe g°M_

OZdar 6. _mbdOr \$m°µOXma (EH$mßH$s)

\$adar 7. ]∂T> H$hmZr (H$hmZr oZ_m©U) 8. _wÒH$mZ H$ _mVr (MwQ>Hw$b)

_mM© 09. g_`-gmnaUr 10.AßXmO A[Zm- A[Zm (dmX-oddmX)

A‡°b [wZamdV©Z

5.YaVr H$s emZ 4.EH$ dra og[mhr H$s AmÀ_H$Wm 5._am o‡` À`m°hma

6.EoVhmogH$ ÒWb H$s ó _wbmH$mV 7.H$hmZr-bIZ

8.`oX _¢ Jm±d H$m ga[ßM ó hmVm Vm... • mdmW© Ò[ÓQ>rH$aU

[wZamdV©Z ó

ZdÂ]a 2. h_ ^r ]Z| _hmZ (‡aH$ ‡gßJ)

oXgÂ]a 3. g¿Mm hram (H$hmZr) 4. Xe H$ Zm_ gßXe ([Ã)

1.]Q>r 1.XhO:EH$XyfU (Hß$R>ÒW) • lwV-bIZ

2._am ^maV ó _hmZ 3.[Ã-bIZ

dpkhpf AÊepkæ$d : ^p°fZ 7 6

3. ENGLISH

_p¢ : ‚–e°L$ `pW$ `f Ap^pqf[ Activity / Grammar iuMhhpdp Aphi°.

dpk `pW$

_h°Ábf Unit 1 : Am I Lost ? Composition : 1. My Visit to a Fair • Comprehension

qX$k°Ábf Unit 2 : Step By Step Let’s Read More : Prayer 1 : Like the Sunflower Poem 1 : Come out to Play Unit 1 : The Ganga Composition : 2. My Favourite Teacher 3. My Hobby • Picture Description • Dialogue-Writing

≈fieyApfu Unit 3 : Today Comes Every Day Let’s Read More : Prayer 2 : Be Careful Unit 2 : The Art of Whitewashing Composition : 4. A Visit to a Zoo • Non-Verbal Text • Story-Writing

dpkhpf AÊepkæ$d : ^p°fZ 7 7

a°b∞yApfu Unit 4 : Q of Yesnoyesnoyesno Let’s Read More : Poem 2 : A Ball-game Unit 3 : Killer Plants Composition : 5. My Favourite Festival • Advertisement • Letter-Writing

dpQÆ Unit 5 : Me too ! * Revision Composition : 6. My Favourite Animal • Comprehension • Picture Description

A°r‚g `y_fph[Æ_

dpkhpf AÊepkæ$d : ^p°fZ 7 8

4. k≠ ıL©$[

dpk `pW$

_h°Ábf 1. ‡hobH$mï (DMpZp¨)

qX$k°Ábf 2. dmVm©bm[ï (hp[Qu[, k¨hp]$) 3. gw^mofVmoZ (kycprj[p°) (dyM`pW$)

≈fieyApfu 4. Ya JyO©na! (l° NyS>fp[_u ^f[u !) 5. `mOH$ï VÃ Xwb©^ï$& (–ep¨ ep°S>L$ dmhp° dyÌL°$g R>°.)

a°b∞yApfu 6. odkmZÒ` M_ÀH$mamï (rhop__p Qd–L$pf)

dpQÆ 7. gy∑V`ï (k|sº[Ap°, kyhQ_p°) (cphp\Æ ı`ÛV$uL$fZ)

A°r‚g `y_fph[Æ_

dpkhpf AÊepkæ$d : ^p°fZ 7 9

5. NrZ[

dpk ‚L$fZ

_h°Ábf 1. Op[ A_° Op[p¨L$ (Qpgy)

qX$k°Ábf 1. Op[ A_° Op[p¨L$ (`|ZÆ) 2. kp]y¨$ ÏepS> 3. L$p¶k

≈fieyApfu 4. kduL$fZ

a°b∞yApfu 5. O_am 6. r”L$p°Z_u fQ_p

dpQÆ 7. L$Á‡e|V$f `qfQe ñ 2 * h°q]$L$ NrZ[

A°r‚g `y_fph[Æ_

dpkhpf AÊepkæ$d : ^p°fZ 7 10

_h°Ábf 01. rh¤y[ (Qpgy)

qXk°Ábf 01. rh¤y[ (`|ZÆ) 02. D√Qpg_ 03. `]$p\p£_y¨ AgNuL$fZ 04. dp`_ 0

≈fieyApfu 08. ı_pey ñ L¨$L$pg[¨” 05. Afukp A_° `fph[Æ_ 06. hæ$Afukp

a°b∞yApfu 07. [“h, k¨ep°S>_ A_° rdÓZ 09. DÛdp A_° [p`dp_ 10. lhp_y¨ ‚]|$jZ

dpQÆ 11. Ap`œ¨ k|eÆd¨X$m 12. `p°jL$Ó°Zu ñ AplpfL$X$u 13. `epÆhfZue k¨[yg_

A°r‚g `y_fph[Æ_

1. Ap`°gu hı[yAp° rh¤y[hplL$ R>° L°$ rh¤y[-AhplL$ [° _Ω$u L$fhy¨.

2. D√Qpg__p° rkŸp¨[ : cpf × cpf-A¨[f =

‚e–_bm × ‚e–_bm-A¨[f kprb[ L$fhy¨.

3. L$`|f A_° duW$p_p rdÓZdp¨\u OV$L$p° R|>V$p `pX$hp.

4. `pZu A_° L°$fp°ku__p rdÓZdp¨\u OV$L$p° R|>V$p `pX$hp.

5. duW$p_p ÷phZdp¨\u r_ıe¨q]$[ `pZu d°mhhy¨.

6. Ar_erd[ ApL$pf_p `]$p\Æ_y¨ L$]$ ( 1 ) A¨qL$[ _mpL$pf hX°$ A_° ( 2 ) ı\mp¨[f `p”_u d]$]$\u ip°^hy¨.

7. ‚L$pi_p `fph[Æ__p r_edp° kprb[ L$fhp.

ó

ó

ó

6. rhop_ A_° V°$Lπ$_p°gp∑∆

dpk ‚L$fZ ‚ep°N

dpkhpf AÊepkæ$d : ^p°fZ 7 11

7. kpdprS>L$ rhop_

dpk ‚L$fZ

_h°Ábf 1. d›eeyNu_ NyS>fp[ 2. cpf[ : Apbp°lhp A_° Ly$]$f[u k¨kp^_p° • _L$ip`|r[Æ (cpf[)

qX$k°Ábf 3. A]$pg[p° ip dpV°$? 4. dyOg kpd∞pƒe : ı\p`_p A_° rhı[fZ 5. cpf[ : M°[u, D¤p°N A_° `qfhl_ • _L$ip`|r[Æ (cpf[)

≈fieyApfu 6. dyOg kpd∞pƒe : kyhZÆeyN A_° Aı[ 7. b≈fdp¨ N∞plL$ 8. d›eL$pgu_ ı\p`–ep°

a°b∞yApfu 09. cpf[ : gp°L$∆h_ 10. ≈l°f rdgL$[

dpQÆ 11. Cf kp\° A_yfpN 12. M¨X$ `qfQe : D—f Ad°qfL$p, ]$rnZ Ad°qfL$p A_° eyfp°`

A°r‚g `y_fph[Æ_

dpkhpf AÊepkæ$d : ^p°fZ 7 12

8. kpdpfie op_

dpk ‚L$fZ

_h°Ábf 17. L°$V$gp¨L$ rhriÛV$ ‚pZuAp° 18. L°$V$gpL$ fpÛV≤$ue OX$h•epAp°

qX$k°Ábf 19. cpf[_p rhrh^ `yfıL$pfp° (Ahp∑XπÆ$T) 20. kp•\u dp°Vy¨$ 21. L°$V$gp¨L$ ‚[uL$p° 22. Ap`Zp° M¨X$ ñ A°riep

≈fieyApfu 23. kpdpfie ‚Ô_p° 24. S|>\dp¨\u Sy>]$u ApL©$r[ Ap°mMhu 25. NyS>fp[u 26. oh›Xr

a°b∞yApfu 27. k¨ıL©$[ 28. English 29. rhop_ A_° V°$Lπ$_p°gp∑∆ 30. NrZ[

dpQÆ 31. kpdprS>L$ rhop_ 32. L$Á‡e|V$f `qfQe

A°r‚g `y_fph[Æ_

dpkhpf AÊepkæ$d : ^p°fZ 7 13

9. L$Á‡e|V$f `qfQe

dpk `pW$

_h°Ábf 2. HTML : qfQe

qX$k°Ábf 2. HTML : qfQe

≈fieyApfu 2. HTML : qfQe

a°b∞yApfu 3. A∑gπNp°qf^d(Algorithm)_u fQ_p : `qfQe

dpQÆ 3. A∑gπNp°qf^d(Algorithm)_u fQ_p : `qfQe

A°r‚g `y_fph[Æ_

dpkhpf AÊepkæ$d : ^p°fZ 7 14

10. rQ”L$gp

dpk rhje-rhjep¨N

_h°Ábf • f¨N`|fZu ñ "[p°fZ_u cp['dp¨ rhje_° A_yÍ$` cp[uNm f¨Np° `yfphhp. f¨N `|fhp S>mf¨Np° A\hp `p°ıV$f L$gf_p° D`ep°N L$fhp°.

qX$k°Ábf k•Ÿp¨r[L$ (\uAfu) : f¨NÓ°Zu rhi° kdS> Ap`hu.

• cp[rQ” (AgL©$[) ñ Ag¨L©$[ ApL$pfp°_p° D`ep°N L$fu f¨Np°mu_u cp[ ]$p°fphu, [°dp¨ S>mf¨Np° `yfphhp. (`y_fp¨L$__p° D`ep°N L$fhp°.)

• hı[yrQ” (`]$p\ÆrQ”) ñ hı[yrQ” (`]$p\ÆrQ”) `°sfikgdp¨ R>pep-‚L$pi kp\° b_phhy¨. hı[yrQ”(`]$p\ÆrQ”)dp¨ X$bp°, dpV$gu, gp°V$p° A_° L$pQ_u bp∑V$g S>°hp ApL$pfp° d|L$hp. rQ”_u bpSy>dp d|m ApL$pfp°_y kS>Æ_p–dL$ rQ” b_phu S>mfNp° yfphhp A\hp L$pmu HL$`°_\u L∑$rgN∞pqa hLÆ$ L$fphhy¨.

≈fieyApfu • rQ”k¨ep°S>_ (ıd©r[rQ”) ñ "D—fpeZ_p° D–kh' A\hp "aV$bp∑g fd[p¨ bpmL$p°'_y¨ rQ” b_phu S>mf¨Np° `yfphhp.

k•Ÿp¨r[L$ (\uAfu) : f¨NÓ°Zu_p D`ep°N rhi°_u kdS> Ap`hu.

• hı[yrQ” (`]$p\ÆrQ”) ñ hp∑V$f-b∑N, X$p°g, g¨bO_ A_° ‡epgp° S>°hp fp°tS>]$p h`fpi_u hı[yAp°_p kd|l_° Np°W$hu hı[yrQ” (`]$p\ÆrQ”) R>pep-‚L$pi kp\° b_phhy¨.

a°b∞yApfu • rQ”k¨ep°S>_ (ıd©r[rQ”) ñ "hpO'_y¨ rQ” b_phu S>mf¨Np° `yfphhp.

k•Ÿp¨r[L$ (\uAfu) : ApL$pf_p ‚L$pfp°_u kdS> Ap`hu.

• L$p°gpTrQ” ñ d∑N°rT__p R>`pe°gp _L$pdp f¨Nu_ L$pNmp°_° ep°¡e fu[° lp\\u L$p`u, N¨y]$f\u Qp¢V$pX$u_° ky¨]$f L$p°gpT_° [•epf L$fphhp°.

dpkhpf AÊepkæ$d : ^p°fZ 7 15

dpQÆ • ‚L©$r[rQ” (_°Qf$) ñ L$f°Z A\hp bpfdpku_u X$pmu [\p bpSy>dp kS>Æ_p–dL$ rQ” b_phu S>mf¨Np° `yfphhp.

A°r‚g y_fph[Æ_

óóóóóóó

CTPPublished by Navneet Education Limited, Dantali, Gujarat.Printed by Navneet Education Limited, Dantali, Gujarat.

CS5

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