imagine two pure samples of gas in identical closed containers: sample a and sample b. sample a has a higher…

imagine two pure samples of gas in identical closed containers: sample a and sample b. sample a has a higher temperature than sample b. each of the statements below is true about the samples. which statements describe a property that contributes to the difference in temperature? select all that apply. each particle in sample a has more mass than each particle in sample b. the particles in sample a have a higher average speed than the particles in sample b. the total mass of sample a is higher than the total mass of sample b.

imagine two pure samples of gas in identical closed containers: sample a and sample b. sample a has a higher temperature than sample b. each of the statements below is true about the samples. which statements describe a property that contributes to the difference in temperature? select all that apply. each particle in sample a has more mass than each particle in sample b. the particles in sample a have a higher average speed than the particles in sample b. the total mass of sample a is higher than the total mass of sample b.

Answer

Explanation:

Step1: Recall kinetic - theory of gases

Temperature of a gas is related to the average kinetic energy of its particles, $K_{avg}=\frac{3}{2}kT$, and $K_{avg}=\frac{1}{2}m_{avg}v_{rms}^2$.

Step2: Analyze particle mass

If each particle in sample A has more mass, with the same average speed, it can have higher kinetic energy, contributing to higher temperature.

Step3: Analyze average speed

Higher average speed of particles in sample A directly means higher average kinetic energy, thus higher temperature.

Step4: Analyze total mass

Higher total mass can imply more particles or more massive particles. More particles or more massive particles can lead to higher total kinetic energy and thus higher temperature.

Answer:

Each particle in sample A has more mass than each particle in sample B., The particles in sample A have a higher average speed than the particles in sample B., The total mass of sample A is higher than the total mass of sample B.