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Physics
For a conservative force in one dimension, potential energy function V ( x ) is related to the force F ( x ) as
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Q. For a conservative force in one dimension, potential energy function $V ( x )$ is related to the force $F ( x )$ as
Work, Energy and Power
A
$F(x)=\frac{-d V(x)}{d x}$
51%
B
$F(x)=\frac{d V(x)}{d x}$.
31%
C
$F(x)=V(x) d x$
8%
D
$F(x)=\int \frac{-d V(x)}{d x}$
10%
Solution:
Conservative force is negative gradient of potential
$F (x)=\frac{- dV ( x )}{ dx }$