Potential energy and conservative forces (part 4) | AP Physics | Khan Academy @khanacademy
Potential energy and conservative forces (part 4) | AP Physics | Khan Academy  @khanacademy
Uploaded July 2026 | Updated September 2026, 2 weeks ago
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A conservative force exerted on a system in a single dimension is equal to the negative derivative of the system’s potential energy with respect to position in that dimension. The force points in the direction of decreasing potential energy. The relationship is represented by the following equation: F_x = -dU(x)/dx

Sections:
00:00 - Intro
01:04 - Finding force from potential energy
05:03 - Earth-ball system
08:08 - Two-mass system interacting gravitationally
10:35 - Spring-block-wall system
12:20 - Summary

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Potential energy and conservative forces (part 4) | AP Physics | Khan Academy

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