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dQ/dt=kA*60/(length) Watt
Lets consider the temperature difference to be a function of time then T=kt (k is a arbitary constant)
Then heat current at any time t = dQ/dt= KA (T)/l => dQ/dt = KA (kt)/l
Q= ∫KA (kt)/l.dt= KA (kt2)/2l
Since T=kt then t= T/k
Q= KA(T2)/2kl
So k(the rate at which temperature is varied with time) shold be specified for solution
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