Question

How to find the time and distance in a circular track if radius and speed is given?

Answer 1

R is given
v is given
then
T=2piR/v ........(time=distance/speed, here distance i
is circumference)
we know,
v/R=angular velocity

$t = \frac{2\pi}{ \beta }$
where beta=angular velocity

also
$\beta = \frac{d \:{ theta}}{dt} \\ \\ where \: theta \: is \: theta \: is \: the \: angle \: made$