At constant pressure, the ratio of increase in volume of an ideal gas per degree rise in kelvin temperature to its original volume is (T = absolute temperature of the gas) is(a) T²(b) T(c) 1/T(d) 1/T²
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Answered by
27
according to ideal gas law,
PV=RT or V=R/P *T
as V is directly proportional to T
Hence V1/T1=V2/T2
V2/V1 -1 = T2/T1 -1
V2-V1/V1 =T2-T1/T1
Given T2-T1=1 K
V2-V1/V1 = 1/T1
Answered by
0
Explanation:
At constant pressure
V ∝ T ⇒
V
△V
=
T
△T
.
Hence ratio of increase in volume per degree rise in kelvin temperature to its original volume
=
V
△V/△T
=
T
1
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