273 cm³ of an ideal gas is at 0 $\degree$C. It is heated at constant pressure to 10 $\degree$C. It will now occupy:

Question

Quizplus · Accepted Answer

According to Charles's Law, the volume of a gas is directly proportional to its temperature at constant pressure. Therefore, V1/T1 = V2/T2. Converting the temperatures to Kelvin: T1 = 273K T2 = 283K Substituting in the formula: V1/273 = V2/283 V2 = (V1/273)*283 Since pressure is held constant, we can assume that the initial volume is equal to the final volume: V1 = V2 V1 = (273/283)*V2 V2 = (283/273)*V1 V2 = 1.037*V1 Therefore, the final volume is 1.037 times the initial volume. V2 = 1.037*273 cm3 = 283 cm3 Therefore, the answer is C, 283 cm³.

273 Cm3 of an Ideal Gas Is at 0 °\degree° C It Is Heated at Constant Pressure to 10

273 Cm³ of an Ideal Gas Is at 0 $\degree$ C It Is Heated at Constant Pressure to 10