# What is the relationship between velocity and distance?

Distance $=$ Velocity $\times$ Time
Velocity is defined as speed of an object in a particular direction and is expressed as distance moved by it per unit of time, $m {s}^{-} 1 \mathmr{and} \frac{m}{s}$
Therefore, if $v$ is the uniform velocity of an object in a particular direction, say $x$-axis, then distance $s$ moved in time $t$ is
$s = v \times t$, in the $x$ direction.