Determine the x and y scalar components of F= 275 Ib 57°
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- Determine the x and y scalar components of F = 1650 N 25°Find the sum and angle of two displacement vectors A and B Laying in the XY- Plane and given by A = (2i +2j) m and B = (2i - 4j) m.Point-masses m; are located on the x-axis as shown. Find the moment M of the system about the origin and the center of mass x. M = X = 10 15 17 -6 -4 -2 2 4 10 12 WebAssign. NumberLine - co
- Determine the scalar components R, and R, of the force R along the nonrectangular axes a and b. Also determine the orthogonal projection Pa of R onto axis a. Assume R = 790 N, 0 = 115% = 40° Answers: Ra= R₂ = P₁ = i i 8 ZZZ N N RConsider the given values for the force system shown: xA = 9 ft xB = -12 ft xC = 7 ft yA = 3 ft yB =10 ft yC = 2 ft zA = 1 ft zB = -9 ft zC = 11 ft A. Determine the angle θ between AB and AC. B. Determine the minimum distance from point B that passes through AC.From the following assembly, determine the following unit vectors: AB, AC, AD. (Check images for values and image)
- Determine the resultant of the following concurrent forces: 8 N, 60o N of E and 40N, 45o N of W using: a. law of sine and cosine, andb. parallelogram method For b use the scale: 2N =1 cm.Verify if my answers are correct:R=6kNd=1.875 mHence the resultant force will act at 1.875m away from point A.Q. 5 Find the resultant and its location w. r. t. point A for the force system given in the figure below- 50N 3 m 20 N 4 m 30N
- In the figure, the engine of a vehicle is shown as a representation.The crankshaft of the engine around the x-axis It rotates at 4000 rpm and its moment of inertia is 0.5 kgm2 .Moving in the y direction, the vehicle enters the curve with a radius of 70 m at a speed of 120 km/h. In the meantime, find the moment coming to the motor bearings and interpret its effect on the vehicle.What is the x-component of the resultant for the following system of non-coplanar concurrent forces: 1.1 kN, (4, 5, -3); 1.7 kN, (-6, 4, -5); 1.3kN, (4, -2,-3))?In the figure, the engine of a vehicle is shown as a representation.The crankshaft of the engine around the x-axis It rotates at 4000 rpm and its moment of inertia is 0.5 kgm2.Moving in the y direction, the vehicle enters the curve with a radius of 70 m at a speed of 120 km/h. In the meantime, find the moment coming to the motor bearings and interpret its effect on the vehicle.