Problem 5 a) Determine the net moment (lb-ft) about point D. b) Determine the equivalent force...
(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...
Determine the moment of the force about point O. Assume F= 630 lb 4 ft 3 ft 450 -1 ft
Statics Problem Problem #5 In the Diagram below, there are 2 forces acting on the pipe. a) Moment at Point O, (10 pts) b) Moment about the line OA (Section between the origin and 1" pipe joint)(10 pts) c) Moment about the line AO (5 pts) F2 1-10i +25j + 20k) Ib 2 ft 0 1.5 ft 2ft 2 f Problem #6( The Beam in the Figure below is subjected to 3 forces. Determine by any method of choice: a)...
Replace the loading system by an equivalent resultant force and a couple moment acting at point A. 3 ft 6 ft 53.13º 10 lb 12 lb 4 ft 30 lb-ft 5 ft 8 lb 12 513 lb
QUIZ 3 STATICS 5/4/2018 201 in-class) Draw shear force and bending moment diagrams for the uniform beam ABC. Find the maximum bending moment and its location on the beam. 60 Ib/ft 180 lb ft 200lb
Chapter 2, Problem 2/029 Determine the moment of the 205-lb force about point A and about point O. トーーーー45" 28"I I 0 F=205 lb/23-1 Answers: MA k) lb-in Mo = k) lb-n
Determine the normal force, shear force, and bending moment at point C. 500 lb 300 lb 200 lb 4 ft4 4 ft6ft 6 ft 2 ft
Can you help me solve this distributed load problem with shear force and moment diagrams? Problem Statement: A beam ABC is simply supported and carries triangle distributed load (see figurc). And there is a moment acting on A point. a) Draw the shear force and bending moment diagrams b) Calculate the maximum bending normal stress. (Assume circular cross section with radius 0.1 ft) 180 lb/ft 300 1b-ft 6.0 ft 70 ft
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
Determine the resultant moment produced by the four forces about point A. 3 ft 6 ft 53.13º 10 lb 12 lb 4 ft 5 ft 8 lb 12 13 lb