Determine the steady state temperature distribution in an infinite long solid cylinder of radius R, in which heat is generated per unit volume at rate (n + mT), where n and m are positive constants and T is temperature. The surface is maintained at constant temperature To. The ODE is k ddT Hallo --(n+mT) ) OsrsR r dr Where k is the thermal conductivity of the solid and r is a radial distance from the center. The BCs are given by T = To, r= R and the T has a finite value at r = 0