Page 76 - 3 MATH (Ganesh M. Chaure)

^mJmH$ma

g‘mZ dmQ>Ur H$aUo

amOy : AmB©Z§ _bm 6 Jmoiçm {Xë`m AmhoV.
˶m AmnU XmoK§ gma»`m dmQy>Z KoD$.
g§Oy : Vwbm EH$, _bm EH$ Aer dmQ>Ur H$ê$.

amOy : _bm 3 Jmoiçm {_imë`m.
g§Oy : _bmhr VrZM Jmoiçm {_imë`m, EHy$U Jmoiçm> à˶oH$mbm Jmoiçm>

åhUOo à˶oH$mbm VrZ-VrZ Jmoiçm> 6 3
{‘imë`m.

D BWo H$mhr ‘wbm‘wbtMr {MÌo H$mT>br AmhoV.
EHy$U {H$VrOU AmhoV nmhm. ‘moOm.

eoOmar noê$ XmIdbo AmhoV. gd© ‘wbm§Zm g‘mZ
dmQ>m`Mo AmhoV. H$go dmQ>mb ?

EHy$U noê$ gw‘m amOy ‘rZm A§Oy

àË`oH$mbm {H$Vr noê$ {_imbo ?

D {~pñH$Q>m§À¶m EH$m nwS>çmV 12 {~pñH$Q>o AmhoV.
amOy, g§Oy Am{U A{ZVm ¶m {VKm§V ˶m§Mr g‘mZ

dmQUr H$am¶Mr Amho.

EHy$U {~pñH$Qo$ à˶oH$mMm dmQ>m

amOy g§Oy A{ZVm

{VKm§V g‘mZ dmQ>br, Va à˶oH$mbm
{~pñH$Q>o {_iVrb.

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