Physics, asked by faishal1055, 1 year ago

A solid body X of heat capacity C is kept in an atmosphere whose temperature is T_A  =  300 K. At time t = 0, the temperature of X is T_0 = 400 K. It cools according to Newton’s law of cooling. At timet_1 its temperature is found to be 350 K. At this time (t_1) the body X is connected to a large body Y at atmospheric temperature T_A through a conducting rod of length L, cross-sectional area A and thermal conductivity K. The heat capacity of Y is so large that any variation in its temperature may be neglected. The cross-sectional area A of the connecting rod is small compared to the surface area of X. Find the temperature of X at time t=3t_1.

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Answered by Anonymous
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