The orbital speed of the Moon around the Earth is about 1 km / s. Assuming that a complete revolution is completed

The orbital speed of the Moon around the Earth is about 1 km / s. Assuming that a complete revolution is completed in 27 days, calculate the length of the orbit of a natural satellite of the Earth.

The length of the Moon’s orbit can be calculated using the formula:
S = V * t, where S is the length of the Moon’s orbit (km), V is the orbital velocity of the Moon around the Earth (V = 1 km / s), t is the time of the Moon’s complete revolution around the Earth (t = 27 days = 27 * 24 * 60 * 60 s = 2332800 s).
Let’s calculate the length of the Moon’s orbit:
S = V * t = 1 * 2332800 = 2332800 km.
Answer: The length of the Moon’s orbit is 2,332,800 km.