Problem D13: Suppose that at low temperatures the heat capacity of a substance is proportional to absolute temperature T: C = &alpha T, where &alpha is a constant. Initially you have a mass m₀ of this substance at an absolute temperature of n₁T₀. You have another mass m₀ of the same substance at an absolute temperature of n₂T₀. The two objects of equal mass are placed in thermal contact with each other. They come to thermal equalibrium at a temperature T = √n₃ T₀. what is n₃? Note that n₁, n₂, and n₃ are unitless.

n1 =	n2 =	Input n3:

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Problem: