(2b) In your supporting calculations, replace this loading by an equivalent force couple system at A. Sketch the force couple at A showing the directions and angles. Enter the value of the moment in the box below. 

(2c) In your supporting calculations, replace the given loading by an equivalent standalone force and specify where the resultant’s line of action intersects the column AB and boom BC (You can provide x and y coordinates for where the line of action intersects AB, and x and y coordinates for where the resultant intersects BC). Enter the magnitude of the force in the box below. 

(2b) In your supporting calculations, replace this loading by an equivalent force couple system at A. Sketch the force couple at A showing the directions and angles. Enter the value of the moment in the box below. 

(3b) Calculate the tension in the wire and the reactions against the rollers at A and at B. Enter the reaction at B in the box below. 

Problem 4: (30 points) This problem consists of four parts and is worth 30 points.  In the figure below, the right-angle pipe OAB is shown. A 750-N tensile force is exerted by the cable on point B. 

(2c) In your supporting calculations, replace the given loading by an equivalent standalone force and specify where the resultant’s line of action intersects the column AB and boom BC (You can provide x and y coordinates for where the line of action intersects AB, and x and y coordinates for where the resultant intersects BC). Enter the magnitude of the force in the box below. 

(3a) Draw the free body diagram of the uniform bar in your supporting calculations. Enter the number of unknown forces in the box below. 

(3a) Draw the free body diagram of the uniform bar in your supporting calculations. Enter the number of unknown forces in the box below. 

Problem 2: (30 points) This problem consists of three parts and is worth 30 points.  The crane shown is subjected to three coplanar forces.

(2a) Calculate the magnitude of the resultant force and the angle it makes with the positive x-axis. Enter the angle in the box below.