It should be in python language.

COMPUTER PROGRAMMING (CE 255) Assignment One (Data Structures) w The figure above shows a built-in beam with a span of L loaded uniformly with intensity w. Bending moment M and shear force V of the beam are defined as; w(-6x2 +6Lx - 2) M= 12 V=W -X Along the x direction. Consider a beam of length L = 12m, with a load intensity w of w = 10kN/m; a) Print the bending moment and shear force at the ends (i.e. x = 0 and x = L). b) Write an expression to estimate the distance at which the bending moment will be zero. Hint: use method of completing square to find the roots of the quadratic equation. These roots represent points of contra-flexure (M = 0) c) Also determine the point at which the shear force will be zero d) Use NumPy array to discretize a span of L = 12m, at a step of 10mm. Using the initialized variable, evaluate the bending moment at each step in the array. e) Also calculate the shear force for each step, along the span. f) Find points along L at which the absolute values of the bending moment array in (d) is minimum g) Determine the relative errors between the estimated points of contra-flexure in (b) and (f). h) Find the points at which maximum and minimum bending moment occur, using the discretized points