A particle moving with a uniform acceleration along a straight line covers distance $a$ and $b$ in successive intervals of $p$ and $q$ second. The acceleration of the particle is

\frac{p q (p + q)}{2 (b p - a q)}

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\frac{2 (a q - b p)}{p q (p - q)}

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\frac{b p - a q}{p q (p - q)}

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\frac{2 (b p - a q)}{p q (p + q)}

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Solution

The correct option is B $\frac{2 (a q - b p)}{p q (p - q)}$
the answer is D.

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