For the figure shown below, determine the moment of the force F about an axis extending between points D and C. Express the result as a cartesian vector and show its unit. (Use F- 200 KN) 2 m 2 m 2 m 3 m 2 m E F B -200
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- Determine the magnitude and direction of the resultant of the following forces: 50 N at 50 degrees,60 N at 120 degrees,40 N at 220 degrees,30 N at 330 degrees. All angles are measure from the positive x-axis. Use the component method. Select one: a. 75 N: 42º b. 50 N: 87º c. 54 N: 87º d. 101 N: 89ºPlease solve with complete solutions and please please please put all complete figures and enclose the final answer thank you. Dont answer this if there is no figure or diagram. Given through the indicated points: A=280kN (12, 6, -4); B=520kN (-3, -4, 12); and C=270kN (6,-3,-6). Determine the resultant of the system of concurrent forces and the direction cosine of each of the axes having the following magnitudes, and passing through the origin.Find the magnitude of the resultant force, R, of the following forces using Law of Sine/Cosine. F1=81N 26ᴼ S of W and F2=62N 67ᴼ E of N.
- Find the y-component a force, 100N, acting 45 degrees to the right of the negative y-axis.ind the resultant of the following forces by polygon method: F1= 12N, 270 degrees: F2= 24N, 30 degree north of west; F3=15 N, 75 degree south of west; and F4=32 N, 50 degree south of eastQ1: The 100 lb force of Figure below is the resultant of the couple and four forces, three of which are shown in the diagram. Determine the fourth force and locate it with respect to point А. 100b 50 4 120in -1b 20b 3" 4" . 40b
- Find the Resultant force for the following system. 15 kN 35 20 kN 30 25 kN I.Q1/ Find the magnitude of the resultant (R) of the V2 = 21 units! two vectors V1 and V2, using triangle law method only. V = 27 units 3 30Please solve with complete solutions and complete figures and enclose the final answer thank you. Given through the indicated points: A=280kN (12, 6, -4); B=520kN (-3, -4, 12); and C=270kN (6,-3,-6). Determine the resultant of the system of concurrent forces and the direction cosine of each of the axes having the following magnitudes, and passing through the origin.
- Q1/ A-Given F1 -5.ON 30° N of E F2-7.0N 60° S of W and F3-10.0N 40° E of S. (a) Find the components of each vector. (b) Find the vector components of the resultant force . (c) Find the magnitude and direction of the resultant force.Find the resultant force vector,R, of the three vectors A,B, and C (i.e., add the vectors), if the magnitude of vector A is 10N, the magnitude of vector B is 17N, and the magnitude of vector C is 9N. Your answer should be in the form R = Rx i+ Ry j, where you determine Rx and Ry, and where i, and j are the unit vectors along the x, and y axis, respectively. YA В A 60° 45°2. A cleat on a boat is used to support forces from three ropes as shown. Determine the resultant force vector R, using Cartesian representation, and determine the magnitude R. Also, express R in polar vector representation. F2 = 200 N F1 = 400 N 40° F3 = 100 N 12 30°