4. Find the Resultant Force and directional angle using the method of components F-750 N 45" F-850 N F5-625 N 5...
Problem 1: Using rectangular components method, determine the magnitude and direction of the resultant force acting on the hook shown. Fi-250 lb -30% 45° F2-375 lb
Find Resultant F direction F2-75 N Fi-50N 30 45 Fy-50 N
Find the equivalent resultant force and couple system at points O and D, given: F1 = 45 lbs, F2 = 20 lbs, F3 = 15 lbs, L1 = 8 ft, L2 = 6 ft, L3 = 5 ft, x,y,h = 4,3,5, respectively FR = lbs Φ = ° MO = lb·ft MD = lb·ft Find the equivalent resultant force and couple system at point A. Express your answers as Cartesian vectors. MB is parallel to the Z-axis and MC is...
70° Ll 30° 45° F 300 N Problem 3 The magnitude of the resultant force (force vector F and force vector of 700 N) is 600 N and the direction of the resultant force is along the positive y axis, please find the magnitude of force F and its direction 15° 700 N Continued in the back side) 2
HW: 2-1-4 Using the parallelogram law, graphically find the magnitude of the resultant of F, and F knowing that F, 250N and F2 175N. Use the scale 1 50N. Use the squares between the filled in circles in the figure to determine the directions of the forces. Hint: See video 2-04. Answer(s): 2 Force magnitudes are not drawn to scale.
Question 3 (30 points) Find reactions by using force method and deflection at F (horizontal). 20 k 10 k 15 ft 20 k 3 panels at 15 ft 45 ft EA constant E 29,000 ksi A 6 in.2 Question 3 (30 points) Find reactions by using force method and deflection at F (horizontal). 20 k 10 k 15 ft 20 k 3 panels at 15 ft 45 ft EA constant E 29,000 ksi A 6 in.2
(2.2 Coaching Activity Three-dimensional Force Systems 4 of 5 > II Review Four forces are shown: F1, F2, F3, and F4. (Figure 1) Classify the x, y, and z components of each vector as being less than zero. equal to zero, or greater than zero. Drag the appropriate items to their respective bins. Learning Goal: To use the conditions of equilibrium to solve for unknown forces in a three-dimensional force system. For particle equilibrium, the sum of all forces must...