1. Calculate the momentum of the force of 1500 with respect to point A.
2. Calculate the momentum of the force of 1500 with respect to point B.
3. Calculate the momentum of the force of 1500 with respect to point C.
4. Calculate the momentum of the force of 1500 with respect to point D.
1. Calculate the momentum of the force of 1500 with respect to point A. 2. Calculate...
Find the moment of the 340 lb force with respect to : a) point A; b) line AB; c) find the perpendicular distance from A to the line of action of the force. problem 6: Find he moment of the 340 lb force with respect to a) point A. b) ne AB; c) find the perpendicular distance from A to the ne of action of the force. (s. 8.01 AIA, 8, 9) 310 (0, 3) (A5, 0,9)
Determine the magnitude of the largest shear force for the beam shown. With respect to point A on the beam, where is this shear force located? The vertical components of the supports are By = 1133 lb and Cy = 1267 lb. 400 lb 800 lb 100 lb/in A B. CO V max = D 4 in. 12 in. 4 in. X=
2 kN/m -6kNm 1. Calculate the internal bending moment, shear force, and normal force at Point D. which is just left of the roller at Point B. 1.5m 1.5 m- 1.5 kN/m LB TE -1.5 m- -1.5 m- 3 mm 3D 1.5 m 5 kN
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 CC – 4, 5, 7) ft caused by the forces F1 = – 4i + 4% – 8k lb and F, = – 3i – 7j + 7k lb acting at the points AC – 2, – 4, – 1) ft and B(2, 2,...
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
Problem 2 Determine the point of application (B) with respect to (O) of a 240 lb force to produce a moment of 1200 in lb. 240 lb M.
Problem 1. Given the 3-D sketch as shown of a tripod stand with a 300 ft"lb moment applied to the top at D (applied by a wrench). The tripod base is an equilateral triangle with 2 ft on each side. The height of the stand is 4 ft. Find the Resultant Force at points A, B, and C. The moment at D is in a parallel plane to the plane A, B and C are in. D 300 ft*lb h=4ft...
1) A particle has a 4-momentum of [2266, 1813, -1133, 453] kg-m-s with respect to the Home frame a) What are the components of the particle's velocity, [vx, Vy, vz], in m/s? b) What is the particle's mass, in kg? c) W J? d) Calculate the particle's 4-momentum in an Other frame traveling with a relative velocity of u 0.9c hat are the particle's total energy and kinetic energy, in
Problem 5 a) Determine the net moment (lb-ft) about point D. b) Determine the equivalent force for the load system, indicate its location with respect to point D. 150 Ib/ft 180 lb/ft T 700b 4 ft 70° 3 ft 6 ft 5 ft 2 ft 4 ft
STATICS 3. Calculate the moment about point A and point B for each force (total of 6 solutions). Fi 375 lb F2 500 lb ft 30° F3 160Ib