Page 63 - 3 MATH (Ganesh M. Chaure)

empãXH$ CXmhaUo

F Imbrb CXmhaUo gmoS>dm.
e X E
D J«m‘ñdÀN>Vm A{^¶mZmV 365 pñ̶m d 276 nwéf
gh^mJr Pmbo, Va EHy$U {H$Vr 춳Vr gh^mJr
Pmë¶m ? + 3 6 5 pñ̶m
2 7 6 nwéf
A{^¶mZmV EHy$U 춳Vr gh^mJr Pmë¶m.

D ‘mbVr~mBªZr emioÀ¶m J§«Wmb¶mbm 350 nwñVHo$,
dg§§Vamdm§Zr 400 nwñVHo$ d O`§Vamdm§Zr 165 nwñVHo$
^oQ> {Xbr, Va EHy$U {H$Vr nwñVHo$ J§«Wmb¶mbm ^oQ>

{‘imbr ?

D Q>oH$S>rda 230 Jwb‘mohamMr, 375 H$Sy>qb~mMr d
160 gmJmMr PmS>o bmdbr, Va EHy$U {H$Vr

PmS>o bmdbr ?

D àXÿfU MmMUr H|$ÐmV 193 XþMmH$s dmhZm§Mr d
297 MmaMmH$s dmhZm§Mr àXÿfU MmMUr Ho$br, Va

EHy$U {H$Vr dmhZm§Mr àXÿfU MmMUr Ho$br ?

F {Xboë¶m ‘m{hVrÀ¶m AmYmao ~oaOoMr empãXH$ CXmhaUo

V¶ma H$am d gmoS>dm.
‘m{hVr : d¥jqXS>r - 345 ‘wbJo, 275 ‘wbr. e X E

CXmhaU : d¥jqXS>rV 345 ‘wbJo d 275 ‘wbr gh^mJr
3 4 5 ‘wbJo
Pmë¶m, Va EHy$U {H$Vr ‘wbo d¥jqXS>rV gh^mJr +
Pmbr? 2 7 5 ‘wbr
d¥jqXS>rV EHy$U ‘wbo gh^mJr Pmbr. EHy$U ‘wbo

D JmoîQ>tMr nwñVHo$ 50, H${dVm§Mr nwñVHo$ 75. D Q>monbrVrb Am§~o 35, noê$ 45.
D ’«$m°H$Mr qH$‘V 275 én¶o, eQ>©Mr qH$‘V 399 én¶o.

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