Consider two gases A and B with different molecular weights in fixed containers of the same volume and pressure: A=0.35g B=0.35g.
All of the following are true accept:
A) both gases have the same average kinetic energy
B) the volumes of a molecule of gas A and a molecule of gas B are equal
C) the average force exerted on the container by gas A is the same as that exerted by gas B
D) The molecules of gas A exert no forces on each other when no colliding
Apparently the answer is A, which would be true if it was per molecule or per mole, but I think both gases collectively have the same kinetic energy total.
in PV=nRT, and P and V are the same between A and B, then nT must be the same for both A and B. if KE per mole = (3/2)RT, then KE per n moles = (3/2)nRT. If nT is equal for both A and B, then shouldn't they have the same kinetic energy?
All of the following are true accept:
A) both gases have the same average kinetic energy
B) the volumes of a molecule of gas A and a molecule of gas B are equal
C) the average force exerted on the container by gas A is the same as that exerted by gas B
D) The molecules of gas A exert no forces on each other when no colliding
Apparently the answer is A, which would be true if it was per molecule or per mole, but I think both gases collectively have the same kinetic energy total.
in PV=nRT, and P and V are the same between A and B, then nT must be the same for both A and B. if KE per mole = (3/2)RT, then KE per n moles = (3/2)nRT. If nT is equal for both A and B, then shouldn't they have the same kinetic energy?