The compound beam is supported by a rocker at B and is fixed to the wall at A. If it is hinged (pinned) together at C, determine the components of reaction at the supports. Neglect the thickness of the beam. A 4 ft. 500 lb 13, Ar² 12 5 - 4 ft- IC 200 lb 60⁰ 8 ft- 4000 lb. ft 4 ft. B

A beam (ABC) has a pin support at the left-hand edge (point A) and is supported by a thinner beam (CD). Beam ABC is loaded with a linearly increasing distributed load between point A and point B. The intensity of the distributed load is zero at point A and equal to at point B. A concentrated moment, Mc, is applied to beam ABC at point C. As the connection at point C is considered pinned, there is no transfer of bending moments between beam ABC and beam CD. Beam CD is pinned at one end (Point D) and connected to beam ABC via a pin (point C). There is a concentrated load, P, applied to beam CD a shown below. A Wo TD P = woL ↑ B -L/2 Figure 1: Two beam arrangement for question 1. L/2 Mc = woL² In order to analyse this structure, you will: a) Construct the free body diagrams for the structure shown above. When constructing your FBD's you must make section cuts at point B and point C. You can represent the structure as three separate beams. Following this, construct the axial force, bending…

Examples 5 Determine the reactions at the supports. 600 N/m 9m 9m 900 N/m In your hand

3 ft 100 lb 3 ft- 200 lb-ft 2 ft 000 Az □ Ay DO 000 NA along the rod MA B₂ By Fa perpendicular to the rod No perpendicular to the surface at B MB L. Identify the support reactions on the smooth uniform bar shown in (Figure 2). Check all the possible support reactions on the beam, even if some of them are equal to zero due to the loading given. Make sure the reactions in the set you choose do not depend on each other.

Determine all the reactions of the given structure. The surface against which the support D is sitting is perpendicular to the element CD. Given: X = 10 kN. X.KN əITANDARTAIL FINAN |———— 4 6 kN/m 4 m 20 KN 4 m O 4 m The magnitude of the reaction at A is Ax= The magnitude of the reaction at A is Ay= The magnitude of the reaction at Dis D The magnitude of the reaction at D is Dy etməørstetten D T 3 m 3 m kN, and the reaction is (Click to select) ✓ kN, and the reaction is (Click to select) kN, and the reaction is (Click to select) kN, and the reaction is (Click to select)

Determine the components of reaction at E.

Consider the frame shown in (Figure 1). Suppose that P = 400 N and M = 800 N? m. Find the reaction at C, so find Cx and Cy. Please help, show all the steps. Thanks! P M T 1m 1m B -1 m- -2 m- A C

first 3 parts please

Question 22 Consider the structure below, the components of the reaction force at C are Cx = _N. +m 22 لتر - N and Cy= - 3m

Can you show me the method to answering this question please?