1) A cylindrical pipe in which heat generation is occurring uniformly is insulated on the ends. The temperature of the inside of the pipe is held constant at TO K. The surface of the pipe is insulated. The radius of the cylinder is r = Rm. Heat flows only in the radial direction. Derive the equation for the temperature profile at steady state if the solid has a constant thermal conductivity. (30 pts) Insulation a) Start with equation 5.6-20 and simplify. b) Then take the integral. c) Write the Boundary Conditions. TO d) Solve the equation to find the temperature profile.