Express the constant k of Eq. (8.38) in days and kilometes. Given `k=10^(-13)s^(2)m^(-3)`. The moon is at a distance of 3.84xx`10^(5)km` from the earth. Obtain its time -period of revolution in days.

Express the constant k of Eq. (8.38) in days and kilometres. Given k = 10^(–13) s^(2) m^(–3) . The moon is at a distance of 3.84 x× 105 km from the earth. Obtain its time-period of revolution in days.

Express the constant k of Eq. (8.38) in days and kilometres. Given k = 10^(–13) s^(2) m^(–3) . The moon is at a distance of 3.84 x× 105 km from the earth. Obtain its time-period of revolution in days.

Given that T^(2) = kR^(3) , express the constant k of the above relation in days and kilometres. Given, k= 10^(-13)s^(2) m^(-3) . The Moon is at a distance of 3.84 xx 10^(5) km from the earth. Obtain its time period of revolution in days.

Given that T^(2) = kR^(3) , express the constant k of the above relation in days and kilometres. Given, k= 10^(-13)s^(2) m^(-3) . The Moon is at a distance of 3.84 xx 10^(5) km from the earth. Obtain its time period of revolution in days.

Given that T^(2) = kR^(3) , express the constant k of the above relation in days and kilometres. Given, k= 10^(-13)s^(2) m^(3) . The Moon is at a distance of 3.84 xx 10^(5) km from the earth. Obtain its time period of revolution in days.

Given that T^(2) = kR^(3) , express the constant k of the above relation in days and kilometres. Given, k= 10^(-13)s^(2) m^(3) . The Moon is at a distance of 3.84 xx 10^(5) km from the earth. Obtain its time period of revolution in days.