Please just do part c.

As electric current moves through a wire (see figure), heat generated by resistance is conducted through a layer of insulation and then convected to the surrounding air. The steady-state temperature of the wire can be computed as: In where q = heat generation rate = 75 W/m,,-wire radius = 6 mm, k = thermal conductivity of insulation = 0.17 W/(m K), h = convective heat transfer coefficient = 12 W/(m2 K), and Tair - air temperature - 293 K Determine the thickness of insulation r(m) that minimizes the wire':s temperature for the given parameters using the following methods: a. ***Golden Section Search (4 iterations, xL0, x0.01) b. ***Parabolic interpolation (4 iterations, x1 - 0, x2 -0.005, air . ua X2 = 0.01) c. MATLAB's fminbnd command (x1 - 0, x2 -0.01). For this part, be sure to provide screenshots of your MATLAB input and output. As electric current moves through a wire (see figure), heat generated by resistance is conducted through a layer of insulation and then convected to the surrounding air. The steady-state temperature of the wire can be computed as: In where q = heat generation rate = 75 W/m,,-wire radius = 6 mm, k = thermal conductivity of insulation = 0.17 W/(m K), h = convective heat transfer coefficient = 12 W/(m2 K), and Tair - air temperature - 293 K Determine the thickness of insulation r(m) that minimizes the wire':s temperature for the given parameters using the following methods: a. ***Golden Section Search (4 iterations, xL0, x0.01) b. ***Parabolic interpolation (4 iterations, x1 - 0, x2 -0.005, air . ua X2 = 0.01) c. MATLAB's fminbnd command (x1 - 0, x2 -0.01). For this part, be sure to provide screenshots of your MATLAB input and output