P_(ROBLEM)=> Consuder a cylindrical shell of length L_(1) the inner radius of r1 and ouler radius of 1_(2) whase thermol canductivily vieries linearly in a specified temponoture rarye as k(7)*(1+14 T)*By having T_(1) and T_(2) as our isathermal boundary conditions at the inner and outer radius respectindy for a steady state one-dimensianal analyses. Find the heat transfer through the wall by assuming having the kavg -k((T_(1)+T_(2))/(2)) for the whale cylinder. Obtoin the temporoture distribution in the shell as a fun The volue of the length of the cylindrical shell is L The value of the inner radius of the sylinder is r_(1) The value of the outer cadius of the cylinder is r_(2) SOLUTION => > Theimal conductionty expiessian: k(T)=(1+1GT) calculate with matlab