2. Two antiparallel 2000 lb forces as shown are applied on the beam. Determine the couple moment due to the two 2000 lb forces. (Hint: Pay great attention to the angles and geometry.) 0.5 ft 3.5 ft 10° E 10 ft 2000 lb HA25° 0.5 ft 3ft B 1500 lb C1.5 ft D 25° 2000 lb

1) Determine the magnitude of the equivalent resultant force. Express your answer in pounds to three significant figures. 2) Specify the location of the equivalent resultant force on the beam, measured from the left end. Express your answer in feet to three significant figures. 3) Determine the equivalent resultant couple moment about point O. Express your answer in kilopound-feet to three significant figures. Enter positive value if the moment is counterclockwise and negative value if the moment is clockwise.

Either solve all parts or don't solve at all.... I vll upvote for full solution

I just need the answers to 1,2,3. 1.The problem sketch shows _____ loads. 2.The moment load (the couple) has a magnitude of _____ N*m.   3.The resultant moment induced by all of the loads has a magnitude of _____ N*m.

Pravinbhai

For multiple choice, choose the best answer. Show all work: indicate your plan and draw FBD's (Free Body Diagrams), write/label (symbolic) equations (e.g., ZFx = 0) before writing numeric equations, box answers. 1. What is the moment of the 12 N force about point A (MA)? 3 N-m 36 N-m a. b. C. 12/3 N-m d. 7 N-m F = 12 N d = 3 m

A tension force F of magnitude 5.3 kN is applied to thencable attached to the top of the rigid mast and secured to the ground. Compute the component of F along the z-axis (kN). Answer: B. 2.22 Calculate the angle made by F from the positive x-axis (degrees) (Answer: 56)and positive z-axis (degrees). (Answer: 65)

A flag pole has a staked line to keep it from tipping over. The height of the flagpole is 17 ft. The cable can hold a maximum tension of 1500 lb. Determine the moment created at the support Q by the tension in cable. Enter your answer in Cartesian components with units of kip-ft (1 kip = 1000 lb). Round to 3 significant digits. top T a y Values for dimensions on the figure are given in the table below. R. Variable Value a 13 ft b 18 ft M i + а. A = (| k) kip-ft

30 points The magnitude of the force F = 218 N, is applied at point A and its line of action passes through B.   1. The moment about the origin: MO = ( i + j + k) Nm Express your results using three significant figures.

I need quick solution, attempt only if you can solve it fast. Answer is around 166.7lb (don't know where on the beam does the resultant acts) Show work with FBD