Question 1) For the beam whose loading condition is given in the figure, the force F is F = 18 kN, the distributed load w is w = 10 kN / m , the moment M is M = 14 kN.m and the length L is L = 9 m . According to this;

A LAB Show Transcribed Text B W L LBC X H W360 x 72 A W360x72 standard steel shape is used to support the loads shown on the beam in the figure. The shape is oriented so that bending occurs about the weak axis as shown.[P = 8 kN, w = 24 kN/m, a = 1 m, b = 5.5 m] 1.)Determine the maximum absolute value of negative moment in the beam. 2.)Determine the maximum positive moment in the beam. 3.)Determine the maximum stress at any point along the beam.

Consider the cantilevered beam shown in the figure below. (Figure 1) 300 lb 200 lb/ft 6 ft Express the internal shear in the beam as a function of 2, where 2 is in feet. Express the internal moment in the beam as a function of z. where z is in feet. Draw the shear diagram. Draw the moment diagram.

In the following figure, there are two equal couples with a magnitude of M = 15 kNm. They act in opposite directions while being applied to the channel beam AB. These couples cause the beam to bend in the horizontal plane. Find: 1) Stress at point C 2) Stress at point D 3) Stress at point E