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Kirchoff's Voltage Law

A particle in...

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A particle in a conservative force field has potential energy given by V=20XY/Z the force exerted on it is

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Q. A particle in a certain conservative force filed has a potential energy given by

V = \frac{20 x y}{z}

. The force exerted on it is

Q. A particle in a certain consevative force field has a potential energy given by

U = \frac{20 x y}{z}

. The force exerted on it is

Q. A particle in a certain consevative force field has a potential energy given by

U = \frac{20 x y}{z}

. The force exerted on it is

Q. Potential energy for a conservative force

\to F

U (x, y) = cos (x + y)

. Force acting on a particle at position given by coordinates

(0, \frac{π}{4})

Q. Force acting on a particle in a conservative force field is:
(i)

F = (2^i + 3^j)

F = (2 x^i + 2 y^j)

F = (y^i + x^j)

Find the potential energy function, if it is zero at origin.

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