A particle starting from rest and moves with constant acceleration travels a distance $x$ in first $2$ seconds and a distance $y$ in next two seconds, then
A particle starting from rest and moves with constant acceleration travels a distance $x$ in first $2$ seconds and a distance $y$ in next two seconds, then
$y = x$
$y = 2x$
$y = 3x$
$y = 4x$
A particle starting from rest and moves with constant acceleration travels a distance $x$ in first $2$ seconds and a distance $y$ in next two seconds, then
If particle starts from rest and moves with constant acceleration then in successive equal interval of time the ratio of distance covered by it will be
$1:3:5:7$ .....$(2n - 1)$
i.e. ratio of $x$ and $y$ will be $1:3$ i.e. $\frac{x}{y} = \frac{1}{3}$ $⇒$ $y = 3x$
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