please i want solution for question (b) ..

Lab# 03: Roots Finding methods: Bisection and False position methods Lab objective: This lab manual aims to help students to have hand-on experience on programming the bracketing methods to find a root of a function f(x) using the bisection and the False-position methods. The works for this lab manual will be performed over two lab sessions. Students will use excel software to implement the bracketing methods to find a root of a function. Furthermore, students will learn how to implement the aforementioned bracketing methods using programming language (C++). The true relative errors and the approximate relative errors will be computed in excel and C++ programs. Lab Tasks: Task#1: Using the bisection method and false position method find the mass of the bungee jumper with a drag coefficient of 0.25 kg/m to have a velocity of 36 m/s after 4s of free fall. Note: the acceleration of gravity is 9.81 m/s. Assume X=50, and X=200. Find the mass of the bungee jumper (root of the equati below). Consider the pre-specified tolerance value=0.0005% as a stopping criteria (true value 142.7376) cd = 0.25; g = 9.81; v = 36;t - 4 fp-sqrt (g*mp/cd). *tanh(sqrt (gecd. /mp) t) -v; a) Use Excel Software to implement the bisection method and false position b) Use C++ to write two C++ programs to compute the mass of bungee jumper using bisection method and false position method. The results from the Bisection method and the false-position programs should be presented in a table like the one below. Approximate -X True relative error % Approximate relative error %