Consider the following nonlinear equation: e*/2 -4x - 6 A. Plot and graphically estimate the values of x that solve the equation. Hint: There are two real solutions, and they occur somewhere between x = 0 and 8. B. Rewrite the equation so one side is equal to 0. Then use MATLAB to do the following. You can use the solve_poly function to help with this (see solve_poly.pdf). . Find the Taylor series expansion (with a suitable order and with respect to a suitable expansion point a) of the other side of the equation. . Find the roots of the polynomial that the Taylor series expansion represent:s Evaluate the rewritten equation at the found roots to determine which are true roots of the equation (the ones with a result that is nearlylexactly 0). You may need to go back and try different orders or expansion points for the Taylor series expansion to obtain a good answer C. Use the fzero function with suitable nearby initial values (x0) to confirm your obtained values. D. Demonstrate that your final obtained values fulfill the original equation