The relation between time period (T) of a body and radius of circular orbit (r) is:

Question

The relation between time period (T) of a body and radius of circular orbit (r) is: (A)  T2 propto r3  (B)  T propto r3  (C)  T propto r  (D)  T propto r4

Tardigrade Admin · Accepted Answer

According to Kepler T2 propto r3

Q. The relation between time period $(T)$ of a body and radius of circular orbit $(r)$ is:

$T^{2} \propto r^{3}$

$T \propto r^{3}$

$T \propto r$

$T \propto r^{4}$

According to Kepler $T^{2} \propto r^{3}$

Q. The relation between time period (T) of a body and radius of circular orbit (r) is:

T2∝r3

T∝r3

T∝r

T∝r4

According to Kepler T2∝r3

Q. The relation between time period $(T)$ of a body and radius of circular orbit $(r)$ is:

$T^{2} \propto r^{3}$

$T \propto r^{3}$

$T \propto r$

$T \propto r^{4}$

According to Kepler $T^{2} \propto r^{3}$