Velocity Ratio is defined as

$V R = \frac{D i s t a n c e m o v e d b y E f f o r t}{D i s t a n c e m o v e d b y L o a d}$

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$V R = \frac{D i s t a n c e m o v e d b y L o a d}{D i s t a n c e m o v e d b y E f f o r t}$

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$(D i s t a n c e m o v e d b y L o a d) \times (D i s t a n c e m o v e d b y E f f o r t)$

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$(D i s t a n c e m o v e d b y L o a d) + (D i s t a n c e m o v e d b y E f f o r t)$

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Solution

The correct option is A
$V R = \frac{D i s t a n c e m o v e d b y E f f o r t}{D i s t a n c e m o v e d b y L o a d}$

Velocity Ratio(VR) is defined as ratio of "distance moved by effort" to that of "distance moved by load"

$V R = \frac{D i s t a n c e m o v e d b y E f f o r t}{D i s t a n c e m o v e d b y L o a d}$

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