The frequency of collisions is reduced
Assuming the temperature remains constant, if the volume of a fixed sample of gas increases, the pressure of the gas decreases.
You have, say, a liter of air at STP in a sealed expandable chamber and you expand the chamber to two liters? The pressure and temperature will both decrease.
Increasing the volume of a gas the pressure and density decreases.
In a sample of air, an increase in temperature will result in an increase in the partial pressure of oxygen.
If a fixed sample of gas has a change of temperature pressure would increase.
If a fixed volume of gas increases in temperature, it must increase in volume. If the gas is in a closed system, the pressure inside that system increases instead. When the gas increases in volume, it also decreases in pressure, often rising above colder, more dense gas if possible.
The total force of the molecules hitting the walls (Pressure) will decrease if the volume is increased and the temperature stays the same. From PV = nRT, one can see that as V increases, P must decrease to maintain the same T.
It stays the same. Temperature has no effect on the rate of nuclear decay.
Increases in direct proportion to the increase in temperature (on an absolute scale).
When a sample of a substance absorbs thermal energy, its temperature rises.
In a sample of air, an increase in temperature will result in an increase in the partial pressure of oxygen.
If a fixed sample of gas has a change of temperature pressure would increase.
39.0
If a fixed volume of gas increases in temperature, it must increase in volume. If the gas is in a closed system, the pressure inside that system increases instead. When the gas increases in volume, it also decreases in pressure, often rising above colder, more dense gas if possible.
Decrease its pressure.
With a good sample, the sample mean gets closer to the population mean.
Decreases
increases......
The total force of the molecules hitting the walls (Pressure) will decrease if the volume is increased and the temperature stays the same. From PV = nRT, one can see that as V increases, P must decrease to maintain the same T.
It stays the same. Temperature has no effect on the rate of nuclear decay.