Charles's Law states that (Volume)/(Temperature) is constant, assuming constant pressure and moles of gas. This means that (V1)/(T1) = (V2)/(T2). So if the volume of the gas increases, V2 is bigger than V1; to keep the ratio constant, T2 must also increase, which represents an increase in temperature.
if volume of a gas increases temperature also increases
As the temperature of a gas increases, so does the volume.
Boyle's Law states that as the pressure of a gas increases, volume decreases so long as the temperature remains the same.
According to Charles' Law: Volume of a gas increases as temperature inceases. But if the gas is contained in a rigid container then the volumme cannot increase, but the pressure will.
at constant temperature in a closedcontainer the increase in temperature increases the volume of a gas but not the mass.
Temperature increases as pressure increases.
As the temperature increases, so does the volume.
if volume of a gas increases temperature also increases
As the temperature of a gas increases, so does the volume.
When the temperature of a gas is increased at a constant pressure, its volume increases. When the temperature of a gas is devreased at constnt pressure, its volume decreases.
Boyle's Law states that as the pressure of a gas increases, volume decreases so long as the temperature remains the same.
The volume increases.
They're proportional; as temperature increases volume increases.
They're proportional; as temperature increases volume increases.
As pressure increases, if temperature is constant, the gas will decrease in volume.
Universal Gas Law: P*V/T = a constant, where P = gas pressure [Pa], V = volume [m3], and T = gas temperature [K]. Therefore, when the gas temperature increases, the pressure increases linearly with it, when the volume is constant.
As pressure increases, if temperature is constant, the gas will decrease in volume.