1.

The volume expansion of a gas under constant pressure is 0.037. Calculate its volume at - 100°C if its volume at 100°C is 685 cm3.

Answer»

Volume expansion of a gas means increase or decrease in volume per degree rise or fall in temperature of its volume at 0°C. 

Vt = V0 + 0.0037 × V0 × t = V0(1 + 0.0037 t) 

At 100°C, V100°C = v0 (1 + 0.0037 × 100) = 685 cm3 (Given) 

Or V= 585/1.37 = 500 cm3 

At -100°C, V-100°C = 500[1 + 0.0037 × (-100)] = 315 cm3



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