The words you are searching are inside this book. To get more targeted content, please make full-text search by clicking here.

बोटाने या पुस्तकाची पाने उलटता येतात.
Todkari B.M.

Discover the best professional documents and content resources in AnyFlip Document Base.
Search
Published by bmtdkari, 2018-05-23 03:15:38

इ.३ री परिसर अभ्यास

बोटाने या पुस्तकाची पाने उलटता येतात.
Todkari B.M.









  

           



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

 
 

 



  
  

 
  













 

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



  


   
  

   
 

       
  

   


     
    



        
 

 
     
     
       


     

 

      
      
     
  

• • • 
• • • • • 
• • • • 
• • • 

•• ••
•••••
• • •

• ••
• • • •
•••••
• • •••
• • • 

• • • 
•••••




 
              



             


             







    

 




           
           
               


             
        




 



 



 




 



 
              


 


 

 



  

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

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-P

ßP GË9\KU 9Z¿KPƒEP $PRL,9P ßR9UE
ßP + 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 $PKR9
2ƒ-ER $PKR9 HR9R .DR $P^8 DË9RKU $PKR9 &2P6! ÞPLDP=R $PKR9 GR-GR-LR ºP8U $PQÅßP
JAPRG9PEU $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























ËGP¶ßPß

$ + Pß + DPGR aDR "

QP8U JP0ER + V ^9:R 6!PJ KPR9P9 6!PJPƒÞZLR ^KG9PQ 6!_-U ^0+Z =-Z^=ßP ßP DPR-Pƒ0P ºJPD KPR9PR 6!PJ
KPR' =ßR9 ¿K8\= &QPß + DPß0R $PKR9

$P 2DP 6!PR+R 0PEGP
AZƒ-P KP &6!8PDP ºP8U $PKR Q8 9PR + V4!+ $PKR + V QMU "
ÞPJP $P^8 JD6!P ßP ;PR.PƒÞ¶ßR + PR89P JPD,RQ8P $PKR "
$ƒ-PGD Q4Ž!4!R $J8PDP ºP8U + PR89P "
GPLGƒ4!P9 DPK8PDR EPR+ &ƒ4! + HPJP5!U QPL9P9 "
Þ_7!ÁP + HPJP5!U QPL9P9 "
+ P_a6!ÁP + HPJP5!U QPL9P9 "
GR-P=R QL8PÂßP ºP¤ßPƒ0U =PGR ^EKP
&ƒ0 ADPÂßP .R8PÂßP QÔßPƒ0U =PGR ^EKP
$ƒ-PGD ^5!Q+R $J8PDR ºP8U + PR89R "
$PßPL + PR8+ PR8¥ßP ºP¤ßPƒ=P $J9R "

% QZ7!UE GPÜß Q\8… + DP
JG… + PGLR $J9P9 JG… QPRQ4! $J9P9 Q8 -P%†0P Dƒ- GR-GR-LP $J9PR
-P%… + PLÁP T+ GP $J9P9

%… ÞP^K9U ^ÞLGP $P^8 G-P…9UE ^Þ¦Pƒ=P JPƒ-P
HR+ Ä K>DßPE -_ƒ6!P TJK ßPƒQ}+ V + PR8¥ßPKU (+ P ºP¤ßP0R ^0¦ ^ÞLGP ¥ßP0U ÞP^K9U -PRLP + DP
9U ÞP^K9U =U4! ^EKÙ= + P7!P $P^8 G-P…9UE %9DPƒ=P JPƒ-P

& QZ7!UE ºÇ=Pƒ0U &¥9DR ;ÁP
+ PR8+ PR8¥ßP ºP¤ßPƒQPJ\= $PQÅßPEP ;Ù< ^ÞL9R "
.DP9 &ƒ;UD + P =+ PR $J9P9 "
ÞPHPƒ0P Jƒ0PD +Z 5!R $J9PR "
$ƒ-PGD ^QJR $J8PDR ºP8U + PR89R"
QÔßPƒ=P ^+ 9U QPß $J9P9 "









































JPƒ-P QPKÙ

9ZޚßP -PGP9 + PR8+ PR8¥ßP (R^9KP^J+ GPË9\ GË9\ $PKR9 "

-PGP9 ރ^;D ER8U ÞHU; 00… ËÞPD+
^+ ÅEP GË9ZJƒ-‡KPEß %¥ßP;U GPË9\ $J9P9 ßP
GPË9\ƒGÄ = -PGP0U $PRL, ^=ÞP…8 KPR9 $J9R
(R^9KP^J+ GPË9\ƒÞ<\= $PQÅßPEP $PQÅßP -PGPšßP
JƒQ·=9R0R ;H…= .6!9R $PQÅßPEP -PGP0P %^9KPJ
JÞ2¤ßPJ Þ;9 KPR9R ßP GPË9\ KP $PQEP ÞP}ÅßGP=

5!RGP $PKR 9PR JZD^M9 DPK8R DPß-6! ^+ ÅEP
$PGÇß+ $PKR KP 5!RGP 2Q8R
KU $PQEU 2aPa;PDU $PKR
-PGP0P &Ä J 2¦P (,P;R
<P^ޅ+ Ë:L ^+ ÅEP ßPƒÞZLR
-PGP0R =PG º^J;Ž< KPR9R
&;P DPß-6! ^+ ÅÅßPÞZLR
DPß-6! ^2ÅKP $PRL,EP 2P9PR

9ZޚßP -PGP0R =PG + JR Q6!ER ÞPKU9 $PKR + P 9Z¿KPƒEP "
ßP0U ÞP^K9U QPE+ Pƒ=P T+ GP
^HM+ Pƒ=P ^G0PDP 1!¦Q9U ^HGP2U ÞKPDP2 JZD9 ßR:\= QD9 ßR9
$J9P=P =P^H+ ^2ÅKÁP9UE 9LR-PG T;6!PRDU ßP
ÆßÜ9U Ý L Ý\ E 3P6! ºP8U -PGP2GL :PƒaER ^9:R ¥ßPƒ=U $PQÅßP J}·ßP0P 9L
QMU QP8U ßPƒšßP =PGPƒHU 5!PR+ EP KPR9P ¥ßPÞZLR ßP -PGPEP 9LR-PG
KR =PG Q6!ER
^=-^6!9 $J8PÂßP -PGPƒ0U =PGR
HPR<P G ^EKÙ= + P7!P $KÞ;=-D ^2ÅKÁP9UE <PÞ8-PG QP4! ßP -PGPšßP
º¥ßR+ -PGPEP =PG $J9R Q>DJDP9 Q\GX <PÞ8
ßP =PGP0R GM ÞZaE+ ºÞP8P9
$JÅßPÞZLR ¥ßP -PGPEP <PÞ8-PG
$JR =PG Q6!ER
9JR0 DË9P 0P}+ QR5! ßPƒ=PKU =PGR
$J9P9 KU =PGR + HU Q6!EU ßP0P 2PE=P ^2ÅKÁP9UE QD9\D 9PEZÜßP9 $PÈ4!U
HPR< ™ßP <PR9D2PR6!ÁP0U
=PGP0R -PG $PKR 9R:R Q\GX &¥9Þ G
9EÞ <PR9D2PR6!ÁP 9ßPD KPR9 $J9 ¥ßPÞZLR ¥ßP -PGPEP
$PÈ4!U <PR9D2PR6!ÁP0U
¿K8\= $PRL,ER 2P9R














Click to View FlipBook Version