tykxedk;Zizf'k{k.kiqLrd

okVj'ksMlajpukvksadsykxrvkadyudsmnkgj-k 249
pj.k4 dqyykxrvkdyu
mijksDrvkadyudsvk/kkjijfuEuykxr'khVcukbZtkldrhgS%
Ø- fooj.k ek=k nj ykxr
1- ujefeV˜Vhesa[kqnkbZ 22-98 17-9 411
2- dM+dfeV˜Vhesa[kqnkbZ 71-52 23-20 1]659
3- eqjeesa[kqnkbZ 12-96 30-70 398
4- fpduhfeV˜VhdsyksansHkjuk 100-89 104 10]493
5- eqjeHkjkbZ 7-11 30-70 218
6- MkbZddhdqyykxr 12]791
mnkgj.k9%xsfc;ulajpuk
,dxsfc;u¼ns[ksafp=½dhdM+dfeV˜Vhesaykxrdkvkadyudhft,ftldh%
❉ yackbZ = 12ehVj
❉ eq[;nhokjdhÅapkbZ = 2ehVj
❉ uhaodhxgjkbZ = 0.6ehVj
❉ eq[;nhokjdsfoLrkjdhyEckbZ = 2ehVj
❉ eq[;nhokjdsÅijfdukjsdhnhokjdhÅapkbZ = 1ehVj
❉ fcNkSusdhpkSM+kbZ = 5ehVj
pj.k1 [kqnkbZ
1-fcNkSusvkSjeq[;nhokjuhaodsfy,dM+dfeV˜Vhesa[kqnkbZ
=yEckbZ ×pkSM+kbZ ×xgjkbZ
= 12 × (5 + 1) × 0.6
= 43.2?kuehVj
2-eq[;nhokjdhfoLrkjdsfy,nksuksafdukjksaijdM+dfeV˜Vhesa[kqnkbZ
= 2 ×yEckbZ ×pkSM+kbZ ×xgjkbZ
= 2 × 2 × 2 × 2 = 16?kuehVj
3-fcNkSusvkSjeq[;nhokjdhuhaodsfy,cksYMjdhHkjkbZ
=yEckbZ ×pkSM+kbZ ×xgjkbZ
= 12 × (5 + 1) × 0.60 = 43.20?kuehVj