परिसर अभ्यास इयत्ता तिसरी

    

                 •  • •  ••  ••  ••  • •  ••  • • •••  • • • • •  •• •• • • •                    

           

                                           

                                                    

• • • • • • • • • • • • • • • •• •••••••• • • • •• • • • • ••••• • • ••• • • •  • • •  •••••                                               

                                                                                      

                                                      

JPƒ-P QPKÙ  $PQÅßP $G9UAG9U ßP JG… GË9\ 9Z¿KPƒEP =Ü+ V $PRL,9P ßR9UE ¥ßP + PR8¥ßP Q;P:P†QPJ\= a=ÅßP $PKR9 \" 9R Q;P:… + PR5!R JPQ6!9P9\" CP GË9\ƒ0R &QßPR- JPƒ-PßP GË9\KU 9Z¿KPƒEP $PRL,9P ßR9UEßP + PR5!R ^ÞL9P9\" ßP GË9\ƒ0P &QßPR- JPƒ-P$G9UAG9U =2D 4!P+\ $PQÅßP $P2\aP2\EP $=R+ GË9\ $PKR9 ¥ßP JGP†0P ^ÞL\= $PQEP Q>DJD a=9PR¥ßP9 ÞP9U ;-6! <P_6!R $PKR9 =;ÁP =PER 9LU $PKR9 KGP $PKR 6!P_-D $P^8 4!R+ 6!ÁP $PKR92ƒ-ER $PKR9 HR9R .DR $P^8 DË9RKU $PKR9 &2P6! ÞPLDP=R $PKR9 GR-GR-LR ºP8U $PQÅßPJAPRG9PEU $J9P9 ^=D^=DPLÁP º+ PD0R GM 3P6!R3Z6!QR GREU ßPƒ=U $PQEP Q>DJD J2EP $PKR$PQ8KU ßP Q>DJDP0P (+ AP-0 $PKPR9

^0Þ8U $P^8 DË¥ßP9 Q6!EREP ;-6! $P9P $PQ8 $PQÅßP Q>DJDP9UE (+ ;-6! $P^8 (+ ^0Þ8U ßPƒ0U 9ZE=P + Ä  ;-6! ^2:R $PKR ^9:R0 Q6\!= DPKUE ¥ßPEP + PR8U &0E\= KEGER 9D0 ¥ßP0U 2P-P a;ERE ;-6! 2RG9 =PKU ¥ßPÞZLR ;-6!P0U GP7!KU KPR9 =PKU ;-6!PEP ^QÅERKU KPR9 =PKU9 ^0Þ¤ßPƒ0R 9JR =PKU ^0Þ¤ßPƒ=P .D4!R aPƒ<Pß0R $J9R ¥ßPJP5!U ^0Þ¤ßP $PQ8KÙ= %+ 6!R ^9+ 6!R^Ý D9 $J9P9 ^0Þ¤ßP ^+ 6!R $P^8 <P·ßPƒ0R + 8 ,P9P9 9R ,P' = ¥ßPƒ0U GP7! KPR9R ^0Þ¤ßP .D4!ÁPƒ9 $ƒ6!U .PE9P9 $ƒ6!ÁPƒ9\= ^QÅER aPKRD Q6!9P9 ^0Þ¤ßP $PQÅßP ^QÅEPƒ0U,\Q + PL2U .R9P9^0Þ8U $P^8 ;-6! ßPƒšßP9 KR Ý D+ + P ^;J9P9 \"^0Þ8U J2UG $PKR 9D ;-6! ^=2XG $PKR$PQÅßP APRG9PEU $J8PÂßP GË9\ƒ0R ;PR= -4! Q6!9P9J2UG GË9\ $P^8 ^=2XG GË9\ $PQÅßP APRG9PEU J2UGPƒ0RKU ;PR= -4! Q6!9P9 ºP8U $P^8 G=ËQ9U $J8PÂßP GË9\ 2HU ºP¤ßP=ƒ P ^QÅER KP9R P9 9HU ^aßPQƒ PJ=\ G=ËQ9W0UDPQR R 9ßPD KP9R P9 9U G=ËQ9W0U ^QÅE0R $J9P9 DPQR P0ƒ UGP7! KP'R = 9U EKP=P0U ÞP5R !U KP9R P9 ßPGÄ = G=ËQ9U J2UG J2UG ^=2XG$PK9R KR JÞ29RG=ËQ9U KPE0PEKU + D9P9 + LU0R Ý\ E KP9R P=P^Þ4!EÅR ßP QP+ LÁP &.6!9P9 Q8 G=ËQ9Uރ <UE J-LÁP0 ºP8U G=ËQ9UKPE0PEU %9ÜßP JK2 EMP9 ß9R =PKU9 DPQR P=ƒ PKU $·=P0U-D2 $J9R G=ËQ9U ºP¤ßPƒºÞP8R %+ 6\!= ^9+ 6!R ÞP¦ 2P' H+ 9 =PKU9 ÞZLPƒšßP $P<PDR G=ËQ9U(+ P0 ^5!+ P8U 2,6!ERÅßP $J9P9 G=ËQ9U $P^8 ºP8U ßPƒšßPƒ9 KP Ý PD ÞPR5!P Ý D+ $PKR

JPƒ-P QPKÙ^0¦P9UE GË9\ J2UG $PKR9 + V ^=2XG 9R JPƒ-PJ2UG $JRE 9D 9U GË9\ G=ËQ9U $PKR + V ºP8U 9R JPƒ-P 2DP 6!PR+R 0PEGP JPƒ-P QPKÙ$P--P6!U0R %ƒ^2= %+ 6\!= ^9+ 6!R ßR2P + D9 9ZޚßP Q>DJDP9 + PR8+ PR89R QMU$J9R Þ- 9R J2UG $PKR + V ^=2XG \" ^;J9P9 \"J2UG 3P6!PšßP EP+ 6!PQPJ\= ,Z0X 9ßPD +R EU ;-6!PQPJ\= 9ßPD KPR8PÂßP + PR8¥ßPÞ- 9U J2UG $PKR + V ^=2XG \" GË9\ 9Z¿KPƒEP ÞPKU9 $PKR9 \"Q>DJDP9UE JG… .4!+ Pƒ0R (+ ÞR+ PƒHU =P9R QP8U $P^8 KGP Q>DJDP0R0 .4!+ $PKR9 JG… J2UGPƒ=P ¥ßPƒ0U -D2 $J9R 9JR0 JG… J2UGPƒ=P $·=P0UKU -D2 $J9R 9R $·= ¥ßPƒ=P Q>DJDP9\=0 ^ÞL9R 2-¤ßPJP5!U EP-8PÂßP %9D GË9\KU J2UGPƒ=P Q>DJDP9\= ^ÞL9P9 QMU .D4!U aPƒ<9P9 ¥ßPJP5!U QÔßPƒ=P + PQ\J + P6!ÁP <P-R $HP -PRÈ4!U EP-9P9 ¥ßP ¥ßPƒ=P Q>DJDP9\=0 ^ÞL9P9

ÞP8J\ 9D Q>DJDP9=\ ^+ 9U9DU GË9\ ^ÞLG9 $J9PR + PQJ\  EP+R D DHR UÞ ßP GË9\ Q>DJDP9=\ 0^ÞL9P9 ßPQƒ PJ=\ $PQ8 + PQ6! ^G89PR ÞP8\J Q>DJDP9\= ^ÞLPERÅßP GË9\ƒQPJ\= 04!ßP 4!PRQÅßP GKU0P + P-; $HP -PRÈ4!U a=G9PR.D aPƒ<¤ßPJP5!U ÞP9U ;-6! $P^8 EP+\ 6! ÞP8JPEP Q>DJDP9\=0 ^ÞL9R + PKU G=ËQ9WšßP ^aßP GPÂßPÞZLR ^G,ZDÅßP 2P9P9 ¥ßPÞZLR GR-LÁP ^5!+ P8U G=ËQ9W0U=GU= DPRQR 9ßPD KPR9P9 ¿K82R0 G=ËQ9W=PKU Q>DJDP9\= Þ;9 ^ÞL9R J2UG Q>DJDP9\= ›ßP GË9\ .R9P9 ¥ßP0P Q>DJDPGD + Pß Q>D8PÞ KPR9 $JRE \" ÞRERÅßP ºP¤ßPƒ0R ÞPƒJ ^-<P6!R + PRÅKR ßPƒJPD,R ºP8U ,P9P9 QPR4! AD9P AD9P Q>DJD ËGš1!+ D9P9 ÞRERÅßP ºP¤ßPƒ0R &DERER AP- +Z 29P9 9R ÞP9U9 ^ÞJL9P9 3P6!Pƒ0U QP=R -L9P9 9UKUÞP9U9 Q6\!= +Z 29P9 ¥ßPÞZLR ÞP9U + J;PD KPR9R + J;PD ÞP9UÞZLR G=ËQ9W0R QPRI8 KPR9R ¿K82R0 ^=2XG GË9\ƒÞ¶ßRKU J2UGPƒÞZLR a;E .6\!= ßR9P9

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