Since kB is a constant, we can say that: KE∝T This indicates that the kinetic energy is directly proportional to the absolute temperature T. Step 4: ConclusionBased on the analysis, we conclude that the statement "The kinetic energy of a molecule of a gas is directly proportional to the...
On which factors does the average KE of gas molecules depend : nature of gas, its temperature , its volume? View Solution Kinetic energy of a gas molecule is ' zero ' at which one of the following temperatures? View Solution View Solution ...
KGMO: a swarm optimization algorithm based on the kinetic energy of gas molecules. Inform. Sci. 275, 127-144.KGMO: A swarm optimization algorithm based on the kinetic energy of gas molecules[J] . Sara Moein,Rajasvaran Logeswaran.Information Sciences . 2014...
Calculate the average kinetic energy (J/molecule) for a molecule of an ideal gas at 382 K. Find the average kinetic energy per molecule of He at 30^oC. Calculate the average kinetic energy of the N2 molecules in a sample of N2 gas at 266 K and at 532 K. Calculate the average...
1The temperature of a gasis related to the average kinetc energyof its molecules by the formula:average K. E =张Twhere k=1.38*10^(-23) K-1 and T is the temperature in kelvin (K).The mass of an oxygen molecule is 8 times greater than the mass of a hydrogenmolecule. Two container...
What is the average kinetic energy of a molecule in a monoatomic gas if the Celsius temperature is {eq}125^oC? {/eq} Kinetic Gas Theory: Atoms and molecules in gases move freely, quickly and in straight lines. So one can think of them as small, ...
F. C. Brown, showed that the part of the translational kinetic energy of the negative ions emitted by hot platinum, which depends on their component of velocity normal to the emitting surface, has the same mean value as the corresponding quantity for a molecule of gas at the temperature of...
F. C. Brown, showed that the part of the translational kinetic energy of the negative ions emitted by hot platinum, which depends on their component of velocity normal to the emitting surface, has the same mean value as the corresponding quantity for a molecule of gas at the temperature of...
2](c) Using the expression in (b) and the ideal gas equation, show that the average kinetic energy of an ideal gas molecule is proportional to the thermodynamic temperature T.[1](d) The first law of thermodynamics when applied to an ideal gas can be expressed as△U =Q +W where AU ...
The average energy of motion of the substance's particles increases. As a result, the substance's temperature rises. The kinetic energy of a material is the average energy of particle's motion