tykxedk;Zizf'k{k.kiqLrd

248 lajpukvksadkvakdyurFkkykxrfu/kkZj.k
dM+dfeV˜Vhesa[kqnkbZdkvk;ru = 5.90 × 12 = 71.52?kuehVj
x-dM+deqjeesa
dM+deqjeesaÅijdhpkSM+kbZ =dM+dfeV˜VhesuhpsdhpkSM+kbZ = 1.15ehVj
dM+deqjeesauhpsdhpkSM+kbZ = 1ehVj
dM+deqjeesa[kqnkbZdk{ks=Qy = 1
× (1.15 + 1) × 1 = 1.08oxZZehVj
2
dM+dfeV˜Vhesa[kqnkbZdkvk;ru = 1.08 × 12 = 12.96?kuehVj
/k-dqyvk;ru
tkrkgSA
[kqnkbZdkdqyvk;ru = 22.98 + 71.52 + 12.96 = 107.46?kuehVj
pj.k3 MkbddhHkjkbZ
Mkbd esa ge dkyh feV˜Vh Hkjrs gSA Åij dk 0-30 ehVj eqje ds fy, NksM+ fn;k
d-dkyhfeV˜VhHkjuk
dkyhfeV˜VhokysprqHkqZtdhÅijdhpkSM+kbZ =MkbddhÅijdhpkSM+kbZ
− (pkSM+kbZdegksusdhxfr
×eqjedhxgjkbZ)
= 2 − (0.17 × 0.30) = 1.95ehVj
fpduhfeV˜VhlsyksansHkjusdkvk;ru = 1
× (ÅijdhpkSM+kbZ +uhpsdhpkSM+kbZ)
2
×ÅapkbZ ×yackbZ
= 1
× (1.95 + 1) × 5.70 × 12
2
= 100.89?kuehVj
[k-eqjeHkjuk
eqjeHkjusdkvk;ru = 1
× (ÅijdhpkSM+kbZ +yksansHkjkbZdhÅijdhpkSM+kbZ)
2
×ÅapkbZ ×yackbZ
= 1
× (2 + 1.95) × 0.30 × 12
2
= 7.11?kuehVj