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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Butane formula is C4H10
Molar mass = 12x4 + 10 = 58
Moles of butane in 14kg (14000g) = 14000/58 = 241.38
Amount of heat that can be obtained from this number of moles
= 241.38 x 2600 kJ
= 627.59kJ = 627590J
No. of days = 627590/10000
= 62.759 days
Molar mass = 12x4 + 10 = 58
Moles of butane in 14kg (14000g) = 14000/58 = 241.38
Amount of heat that can be obtained from this number of moles
= 241.38 x 2600 kJ
= 627.59kJ = 627590J
No. of days = 627590/10000
= 62.759 days
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Butane = C₄H₁₀
Molecular mass of butane :
12 × 4 + 1 × 10 = 58 g/mole
The mass of butane = 14kg
Convert to grams : 14 × 1000 = 14000g
The number of moles in 14000g :
Moles = mass / molar mass
14000 / 58 = 241.38 moles
ΔH = - 2600kJ/mole
1 mole = - 2600 kilojoules (the negative sign indicate that it's an exothermic reaction, so we ignore the sign in the calculations)
The total ΔH = 2600 × 241.38 = 627588 kJ
In one day the family uses = 10000 joules
Convert this to kilojoules by Dividing by 1000:
10000/1000 = 10kJ
10kJ = 1 day
627588kJ =?
By cross multiplication we have :
627588 / 10 × 1 = 62758.8 days
Answer = 62758.8 days
Molecular mass of butane :
12 × 4 + 1 × 10 = 58 g/mole
The mass of butane = 14kg
Convert to grams : 14 × 1000 = 14000g
The number of moles in 14000g :
Moles = mass / molar mass
14000 / 58 = 241.38 moles
ΔH = - 2600kJ/mole
1 mole = - 2600 kilojoules (the negative sign indicate that it's an exothermic reaction, so we ignore the sign in the calculations)
The total ΔH = 2600 × 241.38 = 627588 kJ
In one day the family uses = 10000 joules
Convert this to kilojoules by Dividing by 1000:
10000/1000 = 10kJ
10kJ = 1 day
627588kJ =?
By cross multiplication we have :
627588 / 10 × 1 = 62758.8 days
Answer = 62758.8 days
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