Two forces are applied as shown to a hook support. The magnitude of P is 38 N. 50 N 25° DG a 터 Using trigonometry, determine the required angle a such that the resultant R of the two forces applied to the support will be horizontal. The value of a is
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- Where does the resultant of the two forces act? Replace the two forces with a single equivalent force applied at a point on a horizontal line going through point A. Determine the distance d from point A. Your answer will be positive if to the right of A, negative if to the left. 750 N 250 350 mm mm 770 NFind the rectangular representation of the force F, given that its magnitude is 320N.Three forces are applied to a bracket as shown. If the resultant R of these three forces is directed along the positive u axis, for e = 15° determine the magnitudes of the force F, and the resultant R. F = 52 lb 12 F, = 80 lb 25°
- Determine the magnitude and direction of the resultant of the forces shown using the triangle rule.As shown in the image below, the rigid member ACB (with negligible thickness) is subjected to three forces. The forces are F1=340N, F2=360N, and F3=170N, an the angles Alpha=34 degrees and Beta=57 degrees. Replace these forces by a single resultant force, then determine the distance x(in m) where its line of action intersects segment AC, measured from point A. Answer must include 2 places after the decimal point.Two forces are applied at point B of beam AB. Determine the magnitude and direction of their resultant using the triangle rule.
- Help me with this problem set! Required information NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. Two forces P and Q are applied as shown at point A of a hook support. ट A 20°i 35⁰ Knowing that P = 75 N and Q = 125 N, determine graphically the magnitude and direction of their resultant using the parallelogram law. The magnitude of the resultant is N. The direction of the resultant considering OO' as the reference axis is3.4 Two forces F1 and F2 act on the screw eye. The resultant force Fr has a magnitude of 290 lb and the coordinate direction angles shown below. Solve for angle y, magnitude of F2, co-ordinate direction angles of a, b and y of F2.
- PLS be legible with your work! I thought it was 2.13 and 3.81, respectively, but I think I'm missing a step. Thx!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°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.