This question is meant to involve MATLab

A beam with simple supports and a triangular distributed load is shown in Figure 1 below The deflection of the beam at any location, x along the beam is described by the equation: Ux 8(x360LEI x) (7L4 1012x2 + 3x4) Where L-10m is the length, E-60 RA is the modulus of elasticity, 1=65 x10-6m4 is the moment of inertia and U-20kN/m Explore the differences in the numerical methods for finding roots by locating the place of maximum deflection along the beam using each of four different methods: Bisection, False Point, and Newton-Raphson. . For each method, find the location, x, of maximum deflection, to 8 significant digits