Energy due to the position of a particle is given by, U=α√yy+β, wh – InterviewSolution

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1.	Energy due to the position of a particle is given by, U=α√yy+β, where α and β are constants, y is distance. The dimensions of (α×β) is:
Answer» Energy due to the position of a particle is given by, $U = \frac{α \sqrt{y}}{y + β}$ , where $α$ and $β$ are constants, $y$ is distance. The dimensions of $(α \times β)$ is:

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