Temperature remaining constant the product of volume and pressure pf a given mass of dry gas is a constant. Give reason
Answers
Answered by
5
The relation between pressure and volume at constant temperature is best described As Boyle's Law, which says that at constant temperature, the pressure of a fixed amount of gas is inversely proportional to its volume.
Or in other words we can say that the product of pressure and volume is constant, pV = constant.
Suppose if a fixed amount gas occupies a volume V1 and pressure p1 at a constant temperature, and it undergoes expansion so that the volume will become V2 and pressure p2, then the product of P and V will always be a constant value.
p1V1 = p2V2 = constant.
Or in other words we can say that the product of pressure and volume is constant, pV = constant.
Suppose if a fixed amount gas occupies a volume V1 and pressure p1 at a constant temperature, and it undergoes expansion so that the volume will become V2 and pressure p2, then the product of P and V will always be a constant value.
p1V1 = p2V2 = constant.
Answered by
3
If pressure remains constant :
Then
According to Boyle's law
V α 1/P
and
V = K x 1/P
OR VP = k
hence product of pressure and volume is constant
Then
According to Boyle's law
V α 1/P
and
V = K x 1/P
OR VP = k
hence product of pressure and volume is constant
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