a gas at 772 mmhg and 35oc occupies a volume of 6.85 l, calculate its volume if the temperature is raised to 50oc at a constant pressure

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A gas at 772 mph and 35oc occupies a volume of 6.85 l, calculate its volume if the temperature is raised to 50oc at a constant pressure and the final volume is 7.18L.

What is Charles law?

Charles' law asserts that a gas's volume is equal to a constant number times the temperature of that gas, as determined by the Kelvin scale (zero Kelvin corresponds to -273.15 degrees Celsius).

What is volume?

The volume (in inches, quarts, or centimeters) that a three-dimensional object takes up in space: The amount of a material that fills a given volume, measured in cubic capacity.

According to Charles law, the volume of a gas is directly proportional to  the absolute temperature at constant pressure.

It can be mathematically represented as; V1/T1 = V2/T2 where V1 = initial volume, and V2 = final volume.

T1= initial temperature in Kelvin and T2= final temperature in  Kelvin.

Here V1 = 6.85 L , T1= 35 + 273 =308 K and T2 =50 +27 =323 K

Final volume = 7.18 L

Therefore, a gas at 772 mph and 35oc occupies a volume of 6.85 l, calculate its volume if the temperature is raised to 50oc at a constant pressure and the final volume is 7.18L.

Learn more about Charles law from the given link.

https://brainly.com/question/16133810

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