The A-frame is being hoisted into an upright position by the vertical force of F =...
The A-frame is being hoisted into an upright position by the vertical force of F-80 lb. Determine the moment of this force about the y axis passing through points A and B when the frame is in the position shown. 52 6 ft 309 6 ft
Part A The A-frame is being hoisted into an upright position by the vertical force of F- 60 lb.(Figure 1) Determine the moment of this force about the y' positive axis passing through points A and B when the frame is in the position shown. Express your answer to three significant figures and include the appropriate units. M,= 1 Value Units Submit Next > Provide Feedback Figure of 1 6 ft 30 6 ft
Problem 4.60 The A-frame is being hoisted into an upright position by the vertical force of 78 lb (Figure 1) - Part A Determine the moment of this force about the yaxis when the frame is in the position shown Express your answer to three significant figures and include the appropriate units. THA RO? M, Value Units Submit Request Answ Figure 10t1 Provide Feedback
Problem 4.60 The A-frame is being holsted into an upright position by the vertical force of 60 lb. (Figure 1) Part A Determine the moment of this force about they axis when the frame is in the position shown Express your answer to three significant figures and include the appropriate units. M. 216.5 Ib Figure < 1 of 1 Submit Previous Answers Request Answer * Incorrect; Try Again < Return to Assignment Provide Feedback 6 The A-frame is being hoisted...
The bar, WA=100[lb] and L=3[ft], shown in figure is initially in the vertical position. The bar is subjected to a couple moment of M=20 [lb-ft] and a force F=50[l b], which is always perpendicular to the end of bar. Also, the spring is attached to bar at distance L / 2 from point A, and has unstretched length of l0=1.2[ft]. The spring remains in horizontal position throughout the motion due to the roller guide at B. Determine angular velocity of...
Q1) Determine the moment about the origin of the force F = (3 lb)i - (6 lb)j + (4 lb)k which acts at a point A. Assume that the position vector of A is r = -(7.5 ft)i + 3 ft)j - (6 ft)k
Problem #3 (15 points) For the pipe assembly shown below (a) Express F as a Cartesian vector. (3 points) (b) Determine the moment of F about point A. (3 points) (c) Determine the moment of F about point B. (3 points) (d) Determine the moment of F about the AB axis (3 point), (e) Determine the magnitude of the moment of F about the x-axis (1 point), (f) Determine the magnitude of the moment of F about the y-axis (1...
2. The frame shown consists of a very stiff steel beam with a wide-flange beam (W33 X 200), welded rigidly to two vertical channels (C8 X11.5). Assume that the mass of the channels is small compared to the mass of the beam. The area moment of inertia of each channel about its centroidal bending axis is 1.3 in. An eccentric exciter weighting 50 lb is attached to the beam, which weighs 2,000 lb, and is used to excite the frame....
Four forces act on a frame as shown below. Determine the resultant force and the resultant moment of the four forces acting on the frame about point A. Write the result in Cartesian form. Use 55lb, 75lb. 30. Sft, 6ft. t and 3ft instead of 40 lb, 60 ib, 30, 3 ft, 4 ft, 2 ft and 1 ft. Also, use 9. 12, and 15 triangle instead of 3, 4, and 5 triangle. 1-4t lb 40 1b B Ift 30...
Determine the horizontal and vertical force components that the pins A and D. Note: this is a four-member frame. 250 lb/ft 3 ft 3 ft Ift_ 400 lb