Coded in C

In a heat transfer course the following description of the temperature distribution in a flat rectangular metal plate is derived. The temperature is held constant at on three sides and at T on the fourth side. The temperature T at a location with coordinates x and y is given by the formula: where Given temperatures T-70 degrees F, 200 degrees F, and plate dimensions W = L = 2 feet, calculate the temperatures from x = 0 to 2.0 and y from 0 to 2.0 at intervals of 0.2 feet in both x and y directions. This is a triple nested loop problem. Allow the value of n to start at 1 and end at 201, at intervals of 2, for computing wsum. Use integers for loop counters; x and y values can be derived from the counters. Allow the value of n to start at 1 and end at 201, at intervals of 2, for computing wsum (The values will not converge exactly at the 200-degree edge, but come closer and closer to converging as the number of terms in wsum increases.) Print the grid of temperatures as they are calculated, showing the temperature distribution on the plate. Print each temperature with one decimal digit