I need help with the false position part and down please. Should only need to change one line of the bisection function in order to get a false position. Unfortunately, thats all the info I have

For the equations: f1(x) = -452.736- 180.389x + 188.285 x^2 + 12.4001x^3 - 12.28 x^4 + x^5 f2(x) = x - cos(2 x/pi) + 2 exp(-x/3) - (x/10)^2 Create anonymous functions for each of f1, f2. Plot the equations over the interval [0, 100]. This will enable you to get good starting guesses to find the roots. Find the first positive root of each equation above using A bisection function of your own. A false position function of your own. Note that if you get the bisection routine running, you only need one line to change it to a false position routine. The matlab function fzero(). For the first two of these (bisection, false position), compare how many iterations it takes to find the root to a stopping criterion of 1e-6, using the same starting guesses for each method (but different guesses for each equation f1, f2). Comment on this