Determine the horizontal reaction at support A when the value of F=30lb and G=75lb. – 2 ft-2 ft - B 25° 125 lb 2 ft 150 lb 2 ft 30° 2 ft

Answer the following question: 1. What is the magnitude and direction of the vertical component of the reaction of the support at point A? 2. What is the magnitude and direction horizontal component of the reaction of the support at point A? 3. What is the magnitude and direction of the reaction of the support at point G?

The cylinder shown weighs 2500 kg, calculate the reactions on the smooth surfaces A and B. Given: θ1 = 35° and θ2 =78°. SOLVE THE FF: Reaction at A (Answer: 26.061 kn) Reaction at B (Answer: 15.282 kn)

Q.3) The cable shown below is supported by two pins at A and B. The maximum cable tension due to the applied forces is 1000 lb. Determine the tensions in all four segments of the cable and the sags of the load points P1, P2, and P3. В 5 ft- 3 ft А. 2 ft 4 ft 6 ft P3 P1 y V P2 300 lb 100 lb 200 lb