1. Write out the SoV solution temperature solution to the transient heat conduction through a plane wall with a specified heat flux of zero (insulating condition) on left wall and specified tem- perature on right wall. Assume the initial condition is an integrable function, F(x). Use separation of variables technique with Fourier series expansion to write out your final temperature solution as a function x and t. You can leave the final solution in symbolic form with an integral. Scan all of your work to derive the solution. Insulating Condition q= Zero x=0 k,p,Cp T = F(x) q = 0 L Specified Temperature T=Constant x=L X