Page 79 - 3 MATH (Ganesh M. Chaure)

D EH$m ‘oU~ËVrÀ¶m Imo³¶mV 8 ‘oU~Ë˶m ‘mdVmV,
Va 24 ‘oU~Ë˶m ^aÊ`mgmR>r {H$Vr ImoH$s

bmJVrb ?

dñVwg‘yhmVrb dñVy§Mo g‘mZ JQ> H$aUo åhUOo ^mJmH$ma.

D EH$M g§»¶m nwÝhmnwÝhm dOm H$aUo

¶m 8 ’w$bm§‘YyZ Xadoir 2 ’w$bo AmnU H$mTy>Z KoD$¶m.

8 ’w$bm§‘YyZ n{hë¶m doir 2 ’w$bo H$mT>br. 8 - 2 = 6.
6 ’w$bo am{hbr.

6 ’w$bm§‘YyZ Xþgè¶m doir 2 ’w$bo H$mT>br. 6 - 2 = 4.
4 ’w$bo am{hbr.

4 ’w$bm§‘YyZ {Vgè¶m doir 2 ’w$b§ H$mT>br. 4 - 2 = 2.
2 ’w$bo am{hbr.

2 ’w$bm§‘YyZ Mm¡Ï¶m doir 2 ’w$bo H$mT>br. 2 - 2 = 0
’w$bo {eëbH$M am{hbr ZmhrV,

åhUOo eyݶ (0) ’w$bo am{hbr.

8 \w$bm§VyZ à˶oH$ doir 2 ’w$bo H$mT>Ê`mMr {H«$`m OmñVrV OmñV 4 doim H$aVm Ambr.

D Z§Xÿbm S>m°³Q>am§Zr 15 Jmoiçm {Xë¶m. amoO 3 ¶mà‘mUo ˶mbm ˶m {H$Vr {Xdg ¿¶mì¶m
bmJVrb, ho darbà‘mUo {MÌo H$mTy>Z XmIdm.

70