Container A has a higher temperature than container B according to the ideal gas approximation.
Multiple randomly moving point particles with no interparticle interactions make create an ideal gas in theory. The ideal gas notion is useful because it complies with the ideal gas law, has a condensed equation of state, and can be studied using statistical mechanics.
An ideal gas is a fictitious gas that, because of its tiny size and lack of interactions, perfectly complies with the gas laws. Ideal gas is a gas that abides by all gas laws at all pressures and temperatures.
Ideal gases' internal energy and enthalpy are solely dependent on temperature; neither volume nor pressure play a role.
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