

3-D FBD worksheet (related to Section 5.1 & 5.2) Draw a complete Free-Body Diagram for the...
Please make sure to draw the free body diagram clearly and
explain throughly :)
4. A uniform beam of mass 50.0kg supports a 75.0kg load at a point 3/4 of it's length from the hinge pin as shown below. You pull down on the cable at point P causing a tension with magnitude T in the cable. The beam is in equilibrium. 3.75m 3.00ml 1.25m I 1.75m 4,00m -- ----- 2.00m 75.0kg (a) (2 points) Draw the free body diagram...
4. (a) Draw the free-body diagram of the beam. (b) Determine the reactions at the supports. 100 lb 400 lb 900 ft-lb 4 ft 4 ft 3 ft
(a) Draw the free-body diagram for the steel beam with applied and reaction forces. [4 marks] (b) Determine the reaction forces on the beam caused by the pin and tension of the cable. [11 marks] The pulley is a frictionless pulley and at C hangs a 60 kg cylinder. Neglect the weight of the beam. D ВА с 5 m 5m - 3m
PROBLEM 3 (25%) For the problem shown below, the free body diagram (FBD) is superimposed showing the reactions forces (the reaction forces are given). Ax = 0; Ay = 9 kip, Cy = 33 kip 1. Draw the shear force diagram. Identify values at kink points (no equations required). 2. Draw the bending moment diagram. Identify values at kink points (no equations required). 3. Determine the value of the maximum positive moment in the beam (Mmax). 4. Compute the vertical...
PROBLEM 3 (25%) For the problem shown below, the free body diagram (FBD) is superimposed showing the reactions forces (the reaction forces are given). Ax = 0; Ay = 9 kip, Cy = 33 kip 1. Draw the shear force diagram. Identify values at kink points (no equations required). 2. Draw the bending moment diagram. Identify values at kink points (no equations required). 3. Determine the value of the maximum positive moment in the beam (Mmax). 4. Compute the vertical...
Note: In all problems show your work, Draw the free body diagrams and write down equations 1) 33% A rectangular plate is supported by three cables as shown. Draw the free body diagram. Knowing that the tension in cable AB is 100 N, determine the equation to find the weight of the plate. 500 B 350 350 130 300 450C Dimensions in mm
a. Draw a complete free-body diagram for the beam shown in Fig.
1. Must show and label x-y coordinate system, support reactions,
loads, and dimensions
b. Derive formulas for all support reactions using conditions of
equilibrium. Must show all work.
c. Using the student variables shown below, calculate beam
support reactions and draw shear and bending moment diagrams. To
receive full credit, support reactions and loads must be shown on a
free-body diagram. Each shear and bending moment diagram must...
a. Draw a free-body diagram for the beam shown above and derive
expressions for the support reactions at A and B
b. Draw internal force (shear and bending moment) diagrams.
c. If a = 10 ft and M0 = 200 ft-lb, use the dimensions of the
beam cross-section, provided on the previous page, to compute the
maximum flexural and shear stresses on the beam cross-section.
d. If the allowable bending stress is 925 psi and the allowable
shear stress is...
e body diagrams and write down Note: in all problems show your work, Draw the free body diagrams and write do equations. 25%405 x 0.8-m gate AB is located at the bottom of a tank filled with water. The gate i hinged along its top edge A and rests on a frictionless stop at B. Determine the minimum tension reauired in cable BCD to open the eate. (specific weight 100 00 N/mA3) 0.2 m 0.3 m 0.4 m 0.3 mi
Objectives for Lab 3 (Free Body Diagrams, Circular Motion). Prove that forces are vectors and understand the difference between externally applied forces and internal reaction forces. 11 Explore uniform circular motion. Conduct an experiment to understand centripetal force and centripetal acceleration. 21 Procedure for objective # 1. Suspend a block on a string in a vertical position. Let one member of a team pull the block to the right. a) Draw a free body diagram of the block. In which...