QUESTION 5 Knowing that the tension in cable AC is 1065 N, determine the moment about each of the coordinate axes of the force exerted on the plate at C. 360 mm 920 mm lo 600 mm 900 mm O Mx = -576 N-m, My Mx = -243 N-m, My = -576 N-m, Mz = +405 N-m = -405 N-m, M2 = -243 N-m %3D My = -405 N-m, My = -243 N-m, M2 = +576 N m O Mx = -576 N-m, My = -243 N-m, M, = +405 N-m

QUESTION 5 Knowing that the tension in cable AC is 1065 N, determine the moment about each of the coordinate axes of the force exerted on the plate at C. 360 mm 920 mm lo 600 mm 900 mm O Mx = -576 N-m, My Mx = -243 N-m, My = -576 N-m, Mz = +405 N-m = -405 N-m, M2 = -243 N-m %3D My = -405 N-m, My = -243 N-m, M2 = +576 N m O Mx = -576 N-m, My = -243 N-m, M, = +405 N-m

International Edition---engineering Mechanics: Statics, 4th Edition

4th Edition

ISBN:9781305501607

Author:Andrew Pytel And Jaan Kiusalaas

Publisher:Andrew Pytel And Jaan Kiusalaas

Chapter2: Basic Operations With Force Systems

Section: Chapter Questions

Problem 2.57P: The forces P and Q act on the handles of the wrench. If P = 321b and Q = 36 lb, determine the...

See similar textbooks

Similar questions

Can I have the method in vector mathematics. In lifting a heavy box, a man uses a block and tackle attached to the bottom of an I beam at hook B. The man applies 195 N force to end A of the rope. Given: X1 : 2.943 m Z1 : 1.655 m Z2 : 4.167 m a.) Determine the value of Y1 if the z-component of the moment at the origin is 254.558 N·m b.) Determine the x-component pf the Force Vector F. c.) Determine the mass of the box. If you believe that there is no possible way to solve the problem, justify on why the problem is invalid.
Which of the following gives the moment MD about point D of the tensile force TBA exerted by the wire at point B? Note that rB/D = (4i - 6k) m and TBA = (-8i + 6j + 4k) kN and that MD = rB/D x TBA. a. (36.0i + 32.0j + 24.0k) kN-mb. (48.0i + 24.0j + 16.0k) kN-mc. (-36.0i - 32.0j - 24.0k) kN-md. (16.0i - 12.0j -8.0k) kN-m
A 7 m long steel shaft weighing 250 kg is supported at points A and B as shown in the figure. If the weight of the shaft acts at point G, determine the moment of the weight about point A in Cartesian form. Assume the point G is located at the coordinates (1m,3m,1.5m) & if the support at B creates a reaction force Bx and By as shown, determine these reaction forces. Assume B is located at 3 m from the origin O along the z-axis
1. the tow truck's front wheels will belifted off the ground if the moment of the load W about the rear axle exceeds the moment of 3000N weight of the truck. Determine the largest w that may be safely applied 2. the flat plate shown in the figure is acted on by the three couples. replace the three couples with two forces, one acting along the line OP
Replace the effect of the forces, with the resultant Fv and the moment M at point D, if the force F1 acts at point A, A equiv(1,5;1.5;2) B equiv(1;3,5;1) F2 at point B and F3 at point C. dot C equiv(-1;5,5;0) D equiv(1;1,5;-0,5) F 1 =(100,-20,0)F 1 =(-40,-30;15)N F 3 =(0,-80;120)N P c F P A F 1
The forces P and Q act on the handles of the wrench. If P = 321b and Q = 36 lb, determine the combined moment of the two forces about the z-axis.
The trap door is held open by the rope AB. If the tension in the rope is T = 60 lb, determine its moment about the y-axis.
The 25-m crane boom AO lies in the yz plane. Determine the maximum permissible tension in cable AB if the absolute value of moments about the coordinate axes of the force exerted on A by cable AB must be as follows: |Mx| ≤ 60 kN.m. |My| ≤ 12 kN.m. |Mz| ≤ 8 kN.m.
The uniform 10 kg rod AB is supported by a ball and socket joint at A and by the cord CG that is attached to the midpoint G of the rod. Knowing that the rod leans against a frictionless vertical wall at B and that the tension in the cord CG, TCG=52.1 N, determine the following, Which of the following best approximates the moment of the tension in cord CG, TCG about the x axis? Choices: -11.03 N-m5.52 N-m29.4 N-m-7.36 N-m
A 7 m long steel shaft weighing 250 kg is supported at points A and B as shown in the figure. If the weight of the shaft acts at point G, determine the moment of the weight about point A in Cartesian form.AssumethepointGislocatedatthecoordinates(1m,3m,1.5m)
The horizontal force F=−Fi acting on the handle of the wrench produces a component of the moment along the OA axis (z axis) of the pipe assembly of Mz={4.1 k}N⋅m . Both the wrench and the pipe assembly, OABC, lie in the y-z plane. Suggestion: Use a scalar analysis. y-z (Figure 1) Determine the magnitude of the force F.
Apply the moment principle about point B of the 300-N force.