Do in MATLAB

The power transferred to a load resistor connected to resistive source network, represented by its Thevenin equivalent, can be calculated using the formula:

$P_L=(\frac{V_{TH}}{R_{TH}+R_L}{)}^2{R}_L$

where $P_L,R_L,V_{TH},R_{TH}$ are the power transferred to the load resistor, the load resistance, the Thevenin voltage, and the Thevenin resistance, respectively. Generate a Plot of $P_L$ vs$.R_L.$ Sample $R_L$ over the interval $0,10R_{TH}.$ Assume that $R_{TH}=100$ and $V_{TH}=10V.$ Recall that maximum power transfer occurs when $R_L=R_{TH},$ and the maximum power delivered to the load is $P_{L,\text{m}\text{a}\text{x}}=\frac{V_{TH}^2}{4}{R}_{TH}.$ On the same plot you created, plot the point $(R_{TH},\frac{V_{TH}^2}{4}{R}_{TH})$ using a marker. Finally, Label the $x$ axis with $"R_L()",$ and the y axis with $"P_L(W)".$