A beam has a linear varying load as shown. Write an equation for the value of the load with respect to x. Integrate to find an equation for shear. Integrate again to find an equation for moment. Find the location, x, where the maximum moment occurs and determine the maximum moment at that location. 24 300 ET

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Consider the frame shown. Suppose that w = 16 kN/m. a) Determine (approximately) the moment the ground exerts on the frame at joint A. Hint 1 for Part A. How to approach the problem Analyze the frame using approximate methods for statically indeterminate structures with vertical loads. Apply the required assumptions regarding zero moment points in order to reduce the frame to the one that is statically determinate. Then, use the equations of equilibrium to determine the moment exerted on the frame at joint A. Hint 2 for Part A. What assumptions should be made to solve the problem Since the girder located within a building bent and subjected to a uniform vertical load is statically indeterminate to the third degree, an approximate analysis will therefore require three assumptions to make the girder statically determinate. Each girder having the length L may be modeled by a simply supported span of length 0.8L resting on two cantilevered ends, each having a length of 0.1L.…

PROBLEM 1: The beam shown below has a fixed support at A and a roller at B. El is constant. Use the FORCE METHOD to: a. Find all reactions (clearly show the value and direction of each reaction at each support) b. Draw the Shear (V) and Moment (M) diagrams (clearly show the peak values, signs, and location) 4 kip/ft A 8 ft B *