At a temperature of 200 K, the volume of a sample of gas in a cylinder with a smoothly fitting piston is 0.0024 m^3. The cylinder is heated while allowing the gas to expand at constant pressure. Calculate the volume of the gas at a temperature of 300 K.
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Answer:
The new volume will be 0.0036m^3.
Explanation:
According to Charles Law;
V1/T1 = V2/T2
0.0024/200 = V2/300
V2 = (0.0024/200) × 300
V2 = 0.0036m^3
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