The three ropes shown in the bird's-eye view of the figure (Figure 1) are used to drag a crate 4.6 m across the floor.How much work is done by each of the three forces?W1=W2=W3= The image depicts a block subjected to three forces, represented as vectors:1. **Vector \(\vec{T_1}\)**: This vector is directed upwards and to the right, forming a 20° angle with the horizontal. It represents a force with a magnitude of 600 N.2. **Vector \(\vec{T_2}\)**: This vector is directed downwards and to the right, forming a 30° angle with the horizontal. It represents a force with a magnitude of 410 N.3. **Vector \(\vec{T_3}\)**: This vector is directed horizontally to the left with a magnitude of 650 N.Additionally, the image includes a green vector \(\vec{v}\) which represents velocity, directed horizontally to the right. These forces likely represent a system in equilibrium or may be analyzed for resultant force calculations or motion analysis in the context of physics education.

Name: The three ropes shown in the bird's-eye view of the figure (Figure 1)
Uploaded: 2024-03-20T06:57:16.000Z
Channel: Bartleby
Description: The three ropes shown in the bird's-eye view of the figure (Figure 1) are used to drag a crate 4.6 m across the floor.How much work is done by each of the three forces?W1=W2=W3= The image depicts a block subjected to three forces, represented as vect

Draw the free body diagram for the given systemThe displacement is in only x direction so the work done by the tension forces. Calculate the work done by the tension forces W1= T1cosθ *d = 600cos20*4.6 W1= 2593.55J W2= T2cosθ *d = 410cos30*4.6 = 1633.32J W3= T3cosθ *d = 650cos180*4.6 = -2990J