A steady-state heat balance for a rod of length 10 m can be represented as T - 0.15T = 0 dx2 with the boundary conditions T(0) = 240 and 7(10) = 150. Match the length of the rod (%) with its corresponding temperature T(X) using the finite-difference approach with Ax = 1. 1 X = 8 2 x= 4 3 x = 2 4 x = 6 5 x= 9 Match each of the options above to the items below. T(X) = 116.3782 T(X) = 65.2018 T(X) = 54.6136 T(X) = 78.0223 T(X) = 106.0569