*3-68. Determine the required magnitude of F. F, and F, so that the resultant couple moment (M.)R - [S0 - 45j - 20k] N-m. is F, = [-150 k] N 0.3 m -30 0.2 m = [150 k] N 0.2 nf 02m 0.2 m
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- The force acting at A is F = 10i + 20j − 5k kN. Knowing that the moment of this force about the y-axis is 8j kN · m, determine the distance b and the moment of F about point O.The 300N block rests upon a level plane for which the fk is 0.20. A force P = 100N, directed at 30° from the horizontal pulls the block and moves 80m starting from rest. If the 100N force is then removed, how much further will it travel?Moment Distribution Method Given the continous Beam Determine the following: A. Supports Reaction b. Draw the Shear and Moment Diagram AB=3I BC=10I CD=2I
- 20 -In the cantilever beam in the figure, bar clearance L= 225 cm and single load acting on the free end of the bar P = 12 kN. The cross-sectional effects at point B will be calculated. Accordingly, the Moon on the fixed support at point A=? A) None.B) 27000C) 12000D) 0E) 9000Determine the deflection at midspan of the structure Group of answer choices (-5wL^4)/384EI (5wL^4)/384EI (wL^3)/24EI (-wL^3)/24EIDetermine the magnitude of the moment produced by force F={-3i+8j+6k}N about the diagonal axis AF of the rectangular block. MAF=?
- C0nsider the frame bel0w where f0rce A = 55 N acts 0n p0int Q, f0rce B = 34 N acts on p0int P, and force C = 42 N acts on p0int M. Replace the system of f0rces acting on the frame with two f0rces, one acting on p0int O and the other acting vertically at point P. Calculate the magnitude and direction of the vertical f0rce acting on p0int P, FP, and the force acting on p0int O, FO.A continuous beam is loaded as shown 18. Which of the following gives the fixed end moment AB in kN-m? a. 12 kN-m b. 8 kN-m c. 10 kN-m d. 5 kN-m 2. Which of the following gives the distribution factor at B for the member BA in %? a. 33.3% b. 66.6% c. 35.47% d. 45% 3. Which of the following nearly gives the moment at B using moment distribution method in kN.m? a. 12.89 b. 13.2 c. 11.2 d. 14.69.64 If h = 350 mm , locate the centroid y of the cross-sectional area of the built-up beam.
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