The coefficient of cubical expansion is _______ times the coefficient of linear expansion of a solid.
β (Coefficient of area/superficial expansion) = 2α (Coefficient of linear expansion)
β = 2α
γ (Coefficient of cubical expansion) = 3α (Coefficient of linear expansion).
γ = 3α
If we combine these two equations, we get a relation as α: β: γ = 1: 2 : 3.
α: β: γ = 1: 2 : 3
Thus,
γ = 3α
Option B is correct.