The graph below shows the force needed to stretch a spring. What work is needed to stretch it from 5 centimeters to 35 centimeters? The graph below shows the force needed to stretch a spring. What work is needed to stretch it from 5 centimeters to 35 centimeters? Include units in your answer.### Graph Explanation:**Graph Title:** Force vs. Elongation**Axes:**- **X-axis:** Elongation (m)- **Y-axis:** Force (N)**Description:**This is a linear graph depicting the relationship between the elongation of a spring and the force applied to it. - The horizontal axis (X-axis) represents the elongation in meters, ranging from 0.00 to 0.40 meters.- The vertical axis (Y-axis) shows the force in Newtons (N), ranging from 0.00 to 8.00 N.**Line Details:**- The graph is a straight line passing through the origin, indicating direct proportionality between force and elongation. As the elongation increases, the force required increases linearly.**Task:**Calculate the work needed to stretch the spring from 0.05 meters (5 centimeters) to 0.35 meters (35 centimeters).**More Information:**For further details, refer to the educational resources provided.

Name: The graph below shows the force needed to stretch a spring. What work
Uploaded: 2024-03-20T06:57:25.000Z
Channel: Bartleby
Description: The graph below shows the force needed to stretch a spring. What work is needed to stretch it from 5 centimeters to 35 centimeters? The graph below shows the force needed to stretch a spring. What work is needed to stretch it from 5 centimeters to 35