According to Charles's Law, how does the volume of a gas change with temperature at constant pressure?

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V ∝ T
V ∝ 1/T
V + T = constant
VT = constant

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Q: According to Charles's Law, how does the volume of a gas change with temperature at constant pressure?

Solution: Charles's Law states that the volume of a gas is directly proportional to its absolute temperature at constant pressure, expressed as V ∝ T.

Steps: 7

Step 1: Understand that Charles's Law relates to gases.
Step 2: Remember that this law applies when the pressure of the gas is kept constant.
Step 3: Know that 'volume' refers to how much space the gas occupies.
Step 4: Understand that 'temperature' refers to how hot or cold the gas is, measured in Kelvin (absolute temperature).
Step 5: Charles's Law states that if you increase the temperature of the gas, the volume will also increase.
Step 6: Conversely, if you decrease the temperature, the volume will decrease.
Step 7: This relationship can be summarized as: Volume (V) is directly proportional to Temperature (T) when pressure is constant, written as V ∝ T.

According to Charles's Law, how does the volume of a gas change with temperature at constant pressure?

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