With pressure constant, the temperature of a gas is increased from 30° C to 90°C. The volume will...?

With pressure constant, the temperature of a gas is increased from 30° C to 90°C. The volume will

a)triple
b)decrease by ½
c)increase by about 20%
d)remain the same

Answer:
a.
The volume will increase as the temperature goes up, but to get the amount you must convert the temperatures to Kelvin so the answer is (90 + 273) / ( 30 + 273) = 363/303 = 1.2 so the volume increased by 20%
Volume and temperature are directly proportional. Think of heating a balloon. The volume will expand.

The only tricky part is that you have to use Kelvin for the temperature and not Celsius. So the temperature is increasing from 303 K to 363K.

That would be a 20% increase.
You need to convert to Kelvin first.

30C + 273.15 = 303.15K
90C + 273.15 = 363.15K

Now, with constant pressure:

V1/T1 = V2/T2

V1T2/T1 = V2

V1(363.15)/(303.15) = V2

(1.198)V1 = V2

(119.8%)V1 = V2

So it increased by 19.8%. The answer is c.
c). This is Charle's Law. (T & V are Directly Proportional)
363/303 = 1.20 .The volume will increase by 20%.

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