A cylinder of cooking gas supplied by indian oil corporation is assumed to contain 14 kg of butane (∆hc for c4h10 = - 2600 kj mol-1 ). if a small family of three persons, requires 10,000 j of heat energy per day for cooking, the gas in the cylinder would last for
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Molar mass of butane (C4H10) = 12x4 + 1x10 = 58g/mol
14kg = (14x1000)g = 14000g
Moles of butane = Given mass/molar mass
= 14000/58
= 241.38 moles
∆HC for C4H10 = - 2600 kj mol-1
This means 1 mole of butane gives 2600kJ of energy
241.38 moles will give = 241.38 x 2600 = 627588 kJ
= 627,588,000 J
The number of days = 627,588,000/10,000
= 6262,758.8 days
14kg = (14x1000)g = 14000g
Moles of butane = Given mass/molar mass
= 14000/58
= 241.38 moles
∆HC for C4H10 = - 2600 kj mol-1
This means 1 mole of butane gives 2600kJ of energy
241.38 moles will give = 241.38 x 2600 = 627588 kJ
= 627,588,000 J
The number of days = 627,588,000/10,000
= 6262,758.8 days
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