The cubic expansivity of mercury is 1.8 x 10-4K-1 and the linear expansivity of glass 8.0 x 10-6K-1, calculate the apparent expansivity of mercury in a glass container
1.00 x 10-4K-1
1.56 x 10-4K-1
1.72 x 10-4K-1
2.04 x 10-4K-1
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real expansivity = cubic expansivity + apparent cubic expansivity
but instead of cubic expansivity, linear expansivity was given so we have to convert
cubic expansivity= 3* (8.0x10^-6) = 2.4x10^-5
subtract your cubic expansivity from the real expansivity given
apparent expansivity = (1.8x10^-4) - (2.4x10-5) = 1.56x10^-4 (B)

Real cubic expansivity=apparent cubic expansivity+cubic expansivity of container
1.8Γ10^-4= x +8Γ10^-6
X=1.8Γ10^-4 -8Γ10^-6
X=1.72 Γ10^-4

real expansivity =apparent expansivity +cubic expansivity
but apparent expansivity =3Γlinear expansivity
=3Γ8.0Γ10^-6=0.24Γ10^-4
real expansivity =0.24Γ10^-4+1.8Γ10^-4=2.04Γ10^-4K^-1




