Determine the sum of the moments created by the forces shown in the accompanying figure about points A , B , C and D . The image shows a diagram of a beam inclined at an angle of 35° with the horizontal axis. The beam is subjected to multiple forces at different points along its length.### Diagram Explanation:- **Beam AB**: The beam begins at point A and ends at point D, inclined at 35° to the horizontal.- **Length**: The total length of the beam AD is 5 cm.- **Forces**: - A force of 50 N is applied upward at point B, which is 2 cm from point A. - Another force of 50 N is applied upward at point C, located 2 cm further from point B (3 cm from A). - At point D, a force of 100 N is applied upward, which is the end of the beam and 3 cm from point C.### Key Observations:- The distances between the points are clearly marked, showing the division along the beam: 2 cm from A to B, 2 cm from B to C, and 3 cm from C to D.- Each force vector is represented by an arrow pointing upwards, indicating the direction of the force applied on the beam.This diagram could be used to study equilibrium conditions, force distribution, and moment calculations for a beam subjected to multiple forces.

Name: Determine the sum of the moments created by the forces shown in the ac
Uploaded: 2024-03-20T06:57:37.000Z
Channel: Bartleby
Description: Determine the sum of the moments created by the forces shown in the accompanying figure about points A , B , C and D . The image shows a diagram of a beam inclined at an angle of 35° with the horizontal axis. The beam is subjected to multiple forces