A cylinder of compressed gas contains nitrogen and oxygen gas in the mole ratio 3:1. If the cylinder is known to contain 2.40 g of oxygen, what is the total mass of gas mixture?
(a) 8.7 g (b) 7.2 g (c) 6.8 g (d) 6.3 g
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Answer:
6.3 because its weight is lightweight
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The total mass of gas mixture is (a) 8.7 g.
Given - Ratio and mass of oxygen
Find - Total mass of gas mixture
Solution - Let moles of nitrogen and oxygen be 3x and x.
Moles of oxygen (x) = 2.5/32
Moles of oxygen (x) = 0.075
Moles of nitrogen = 3x
Moles of nitrogen = 3*0.075
Moles of nitrogen = 0.225
Mass of nitrogen = number of moles*molar mass
Mass of nitrogen = 0.225*28
Mass of nitrogen = 6.3 gram
Total mass = 2.4 + 6.3
Total mass = 8.7 gram
Hence, the total mass of gas mixture is (a) 8.7 g.
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