Problem 1 An overhung beam with length L supports a uniform distributed load of g, as shown in Figure 1. The supports are at a distance d from one another, placed symmetrically with respect to the beam. The cross-section of the beam and its onentation are also shown in the figure. |__4 ___J =A ae A le eee - Figure. |: Overhung beam and corresponding cross-section (dimensions for the latter in mm). (a) Given the geometry, loads and supports, find shear force and bending moment diagrams for the beam using the graphical method. Comment on the resulting values for the maximum (the positive moment with the largest absolute value) and minimum (the negative moment with the largest absolute value). Label your diagrams with appropriate numerical values, indicate and quantify maximum and minimum values, and identify the corresponding functional behavior for each segment. 1e., constant, linear, quadratic, etc. Justify the numerical values you use to label your diagrams, 1.e., show the calculations you use to apply the graphical method. (b) Calculate the maximum tensile and compressive bending stresses in the beam and indicate the location along the length of the cross-section(s) where they occur and on what points of the corresponding cross-section(s). 8 kKN/m. 10 mm. Take L= 5 mandq Take d=3 manda Question 4 2 pts Find the shear force just to the right of the left support. (answer in kN)