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Calculate the work done from a Force-Distance graph given specific points. What is the area under the graph?

April 11, 2026Physics

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Step-by-step solution

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To calculate the work done from a Force-Distance graph, we find the area under the graph between the specified distance limits. Areas above the x-axis represent positive work, and areas below the x-axis represent negative work.

Identify the key points on the graph.
The graph passes through the points:
- $(0, 0)$
- $(30, 60)$
- $(70, -40)$
- $(100, 0)$
Determine the x-intercept for the segment between $(30, 60)$ and $(70, -40)$ .
The slope of this line segment is $

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Calculate the work done from a Force-Distance graph given specific points. What is the area under the graph?

Step-by-step solution

Identify the key points on the graph.

Determine the x-intercept for the segment between (30,60)(30, 60)(30,60) and (70,−40)(70, -40)(70,−40).

Still stuck on this one?

More Physics Questions

Determine the x-intercept for the segment between $(30, 60)$ and $(70, -40)$ .