Required Information Consider three forces A, B, and C, where A 185 N, B=160 N, and C = 245 N. A collar that can slide on a vertical rod is subjected to the three forces shown A C B Determine the corresponding magnitude of the resultant. The magnitude of the resultant is | N.

Three ropes support the weight at A. The tension in ropes AB and AC is 15 lb. Determine the tension Tin the third rope, knowing that the resultant of the three tensions is vertical.

Ai users stay away, I need a handwritten solution with FBD

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!

I need the answer as soon as possible

Q2: Two cables which have known forces are attached to the top of the transmission tower at A. Determine the required tension T in the guy SAN cable AB such that the net effect of the three 10 kN cable tensions is a downward force at point A. Determine the magnitude of the resultant. (20 Degree)

Required information NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. Consider three forces A. B, and C. where A = 195 N. B = 170 N. and C= 255 N. A collar that can slide on a vertical rod is subjected to the three forces shown. B Determine the corresponding magnitude of the resultant. The magnitude of the resultant is N.

Solve for the resultant of the force system in the step pulley shown, with all its properties: magnitude, direction and location.

The eyebolt in figure EBD is subjected to three (3) forces, F1, F2, and F3. a. How much is the angle, theta (degrees), if the resultant of the three forces is 650 N and acts along the negative y axis? Given: F2 = 500 N; F3 = 450 N; Angle phi = 30°. Answer: C. 20.56 b.  Determine the magnitude of the resultant force (N) acting on the eyebolt. Given: F1 = 600 N; F2 = 500 N; F3 = 450 N; Angle phi = 30°; Theta = 60°. Answer: B. 701.9

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.