ANSWER IN MATLAB CODE PLEASE

1. The beam below is supported by rollers on the left side and is fixed on the right side. There is a linear distributed load along the length of the beam shown in figure (a) and the deflection of the beam is given and shown in figure (b). The figures are not drawn to scale. (x = L, y = 0) (x = 0, y = 0) WA M (b) (a) Length, L = 600 (cm) Young's Modulus, E = 50,000 (EN) Area Moment of Inertia, I = 30,000 (cm) Distributed Load, wo = 50 (M) Beam Deflection, y(x) = 120 TL T[I-1+ 2L?r? Lz] (cm) (a) Find the position along the beam at which the displacement is equal to -0.75mm using the Newton-Raphson method. Show your work. (b) Find the position along the beam at which the displacement is max- imum using a method of your choice. Explain your method. 1. The beam below is supported by rollers on the left side and is fixed on the right side. There is a linear distributed load along the length of the beam shown in figure (a) and the deflection of the beam is given and shown in figure (b). The figures are not drawn to scale. (x = L, y = 0) (x = 0, y = 0) WA M (b) (a) Length, L = 600 (cm) Young's Modulus, E = 50,000 (EN) Area Moment of Inertia, I = 30,000 (cm) Distributed Load, wo = 50 (M) Beam Deflection, y(x) = 120 TL T[I-1+ 2L?r? Lz] (cm) (a) Find the position along the beam at which the displacement is equal to -0.75mm using the Newton-Raphson method. Show your work. (b) Find the position along the beam at which the displacement is max- imum using a method of your choice. Explain your method