Consider three forces P1, P2, and P3, where P1 = 175 lb, P2 = 135 lb, and P3= 105 lb. Determine the resultant of the three forces.
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- Consider three forces P1, P2, and P3, where P1 = 165 lb, P2 = 129 Ib, and P3 = 95 Ib. Determine the resultant of the three forces. |y 30° 40° 45° P3 P1 P2 The magnitude of the resultant of the three forces is Ib. The direction of the resultant of the three forces is ýConsider three forces P1, P2, and P3, where P1 = 645 N, P2 = 845 N, and P3 = 395 N. Determine the resultant of the three forces. y P2 P1 45° P3 60° 25° The magnitude of the resultant of the three forces is The direction of the resultant of the three forces is | N.Q1. A parallel force system acts on the lever shown in figure. Determine the magnitude and position of the resultant with respect to A. 30 N 60 N 20 N 40 N 2 m 3 m 2 m 4 m
- Answer the following. 1.) Determine the resultant force if F1 = 120 lb at 60 deg N of W, F2 = 100 lb southeast. 2.) Find the magnitude of the resultant force if F1 = 50 lb at 35 deg S of W and F2 = 40 lb at 25 deg N of W.4. Determine the resultant force of the system shown below. 224 b 200 lb 60⁰ 390 lb 300 lb ·XQ2/ Find the resultant force for the concurrent coplanar force system, shown in figure 60° K 80N 55N 120N
- 2 Find the measure of the angle between two forces of 30 lb. and 35 lb. if the magnitude of their resultant is 42 lb. A = 135° 45° 100° 80°06 At what angle 8 must the 800 N force be applied in order that the resultant R of the two forces have a magnitude of 2000 N? For this condition, determine the angle between R and the vertical. 1400 N s00 NDetermine the resultant of the three forces shown. Consider three forces P1, P2, and P3 such that P1=21 lb, P2-46 lb, and P3=47 lb. 96 in. 28 in. P2 84 in. P1 P3 80 in. 90 in. -48 in- The resultant of the three forces is lb 4
- The three forces (magnitudes F = 120 lb, F2 = 60 lb, and P) combine to produce a resultant R. The three forces act in known directions, but the numerical value of P is unknown. 60° 40° a. What should the magnitude of P be so that the resultant is as small as possible? (Express your answer using four significant figures.) P = lb b. For that value, what angle does the resultant make relative to the positive x-axis? (Express your answer using two significant figures.) counterclockwise from the positive x-axis.F2 30 2m 4m y 1 2m 10 N M 4m Forces F1 and F2 are acting on a bracket AB as shown. Reduce this system into a horizontal force of 10 N at O and a moment at O, as shown above. What would be the magnitude of the moment at o and its direction (clockwise or counterclockwise)? Round your answer to the nearest whole number.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.