The magnetic field 5 for superconductive transition, for a particular material, depends on T as follows: Dc = Do[1 - (1- a)(T/To)2 - a(T/To)3 ] Its heat capacity, in the superconducting phase, at very low temperatures, goes to zero quadratically with T, Cs = B2V(T /To)2 + B3V (T/To)3+ ... (a) (10 points) Show that the heat capacity of the normal phase (for $ > c) at low temperatures must depend on T as follows: On = VIV(T/To) + 72V(T/To)2+ ... (b) (10 points) Determine the values of 71 and 72 in terms of po, To, So, c, and B2