Present a numerical solution using python and jupyter notebook. You can use scipy. Please also include a graph. The only thing I want is the code using python and jupyter nb with scipy. The solution is also presented below. Thank you! We suspect that one of the exponential terms (with p = 0) in equation (2.36) will suffice to find how long it takes for the temperature to be within 5 of the constant steady-state temperature. We solve 400 e -0.0001x? /r? = 5 to get 1 = 2, 120 sec. We check that the contribution to the temperature of the p = 1 term is less than 3 x 10-8, so 2. 120 sec is a good estimate. The temperature is shown in Figure 2. The initial temperature f(x) = 100 x and the constant steady-state temperature of 50C are shown plotted in blue. The black curves are the temperature profiles plotted at time intervals of 300s. Present a numerical solution using python and jupyter notebook. You can use scipy. Please also include a graph. The only thing I want is the code using python and jupyter nb with scipy. The solution is also presented below. Thank you! We suspect that one of the exponential terms (with p = 0) in equation (2.36) will suffice to find how long it takes for the temperature to be within 5 of the constant steady-state temperature. We solve 400 e -0.0001x? /r? = 5 to get 1 = 2, 120 sec. We check that the contribution to the temperature of the p = 1 term is less than 3 x 10-8, so 2. 120 sec is a good estimate. The temperature is shown in Figure 2. The initial temperature f(x) = 100 x and the constant steady-state temperature of 50C are shown plotted in blue. The black curves are the temperature profiles plotted at time intervals of 300s