Need answer with steps pls

(Numerical)

solve using initial value like Euler method or Henus method or fouth range kutta method

28.43 The rate of heat flow (conduction) between two points on a cylinder heated at one end is given by dQ dT dx where 2 = a constant, A = the cylinder's cross-sectional area, Q = heat flow, 7 = temperature, / = time, and x = distance from the heated end. Because the equation involves two derivatives, we will simplify this equation by letting dT 100(L - x) (20 - 1) dx 100 - xt where L is the length of the rod. Combine the two equations and compute the heat flow for / = 0 to 25 s. The initial condition is (7(0) = 0 and the parameters are A = 0.5 cal . cm/s, A = 12 cm?. Z = 20 cm, and x = 2.5 cm. Plot your results