Calculate the moment about a point C caused by the forces acting at the points A&B respectively (engineering)?
Can somebody please help me with these 2 problems? Thanks so much!!
Calculate the moment about a point C caused by the forces acting at the points A&B...
Calculate the moment about a point C( – 5,5,6) ft caused by the forces F1 = 3i + 4j – 8k lb and F2 = 0i – 4j + 7k lb acting at the points A6, – 8,1) ft and B(6, 0, 4) ft, respectively. Mc = -81 xi + 4 x 3 + -39 x k) lb · ft
Calculate the moment about a point C( – 5, 6, 3) ft caused by the forces F1 4i + 4j – 5k lb and F2 = - 4i – 4; + 7k lb acting at the points A(1, 1,6) ft and B( – 2, - 4, -1) ft, respectively. Mc =( i + j+ k) lb. ft Submit Question
z F .C B Find the moment of the force, \F\ _T2316 shown above Figure with respect to the origin and with respect to point when A6, - 5,6), B(7, 2, 3), and C( -5,3,7) ft. MO (92.82 X i + 1 + k) lb ft k)lb.ft Mc i + 1+ Submit Question
(5 pt.) Determine the moment about point A caused by the forces at B and C. Be sure to indicate the direction of the rotation as clockwise or counterclockwise. (Hint: Break the 2.5kN force into its x & y components first. Which component creates a moment about point A? Which component does not?). 10,kN 2.5 kN +A C45 7.5 m7.5 m 2. (5 pt.) Determine the magnitude and location of the resultant of the parallel force system. Locate the resultant...
For the figure, what is the moment caused by the two forces F, and FAB about a line starting at point P and extending to point Q? Use a Cartesian vector approach to solve this problem Hint: it would be easier to find the resultant vector first, but it is not necessary Given: - F = (334i + 540; -838 k) lb • FAB = 3.1 kip - Point Q has coordinates of (-0.167,3.500,0.417) ft Note In the US Customary...
2. There are two forces acting at C. What is the resultant from the two forces? What is the moment about the point o generated from the resultant force? Find the component of the moment about point which goes in the direction of OA. (20 pts.) 1 ft 3 ft F = (-20i + 10j + 30k) lb B 2 ft F. =-101 - 30j + 50k) lb
Name: Determine the moment about point A, B, and C caused by the caused by the two forces shown. 30 N 3 m 3 m 50 N 3 m MA MB Mc
Z F B Find the moment of the force, F 1916 shown above Figure with respect to the origin and with respect to point C when A(2, - 4, 10), B(7,2, 4), and CC - 6,6,6) ft. Mo i + j+ Mc = i + jt k) lb. ft k) lb. ft
2. There are two forces acting at C. What is the resultant from the two forces? What is the moment about the point o generated from the resultant force? Find the component of the moment about point O which goes in the direction of OA. (20 pts.) 1 ft ft 3 ft F = {-20i + 10j + 30k) lb B 2 ft F = (-10i - 30j + 50k) ID
Chapter 2, Problem 2/053 For F-70 lb, compute the combined moment of the two forces about (a) point o, (b) point C, (c) point D. The moments are positive if counterclockwise, negative if clockwise. F ft y, 15 A (-10, 17) D (19, 0) 0 I B (191-7) C (-13, -11) 5ฯ Answer: (a) Mo = (b) Mc= (c) MD= lb-ft lb-ft