Problem #2 Microwave and millimeter wave (high frequencies) circuits often employ tunnel diodes. A tunnel diode has a non-linear current vs voltage characteristic curve. The nonlinear characteristic of a tunnel diode can be modeled mathematically as follows, g(x) = sin(2TX) + exp(1.2x)-1 Consider a circuit in which a tunnel diode and a one ohm resistor and a high frequency power source are connected in series. In order to find the voltage drop across the tunnel diode, we have to find a root of f(x) = 0, where the nonlinear function is given by the following expression. f(x) = sin(2x) + exp(1.2x) + x-2.5 Use MATLAB's subplot to graph the two functions. Write a MATLAB script to implement a method of bisection to find the root of a non-linear equation. Assume that the root of the equation f(x) 0 is in the interval [0, 151 and a tolerance of 10-5. Show bisection method estimates in a tabular form for all the iterations