Example Problem - volume 3rd edition Plawsky 5.12: The exposed surface (x=0) of a plane wall of thermal conductivity k is subjected to microwave radiation that causes the heat generation rate within the wall to vary as: q(x)=qo(1+Lx2) The boundary at x=L is insulated while the wall at x=0 is maintained at T=T0. The area is Ac. 1. Starting with the conservation equation, what is the differential equation for temperature? 2. What is the general expression for the temperature profile? 3. What are the boundary conditions? 4. Using your boundary conditions, solve for the temperature profile in this system