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Potential Energy

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The potential energy u of a particle varies with distance from a fixed origin as u=A under root xx+B where A and B are constants. The dimensions of A and are

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Q. The potential energy of a particle varies with distance

x

from fixed a origin as

U = (\frac{A \sqrt{x}}{x + B})

A

B

are constants. The dimensions of

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U = \frac{A \sqrt{x}}{x^{2} + B}

, where A and B are dimensional constants, then find the dimensional formula for AB.

Q. The potential energy of a particle varies with distance

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U = \frac{A x^{1 / 2}}{x^{2} + B}

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