Tuesday, 26 November 2013

How does Newton's law of universal gravitation apply to Earth and the moon?

Newton's law
of universal gravitation states that any two bodies with a mass are attracted towards each other
by a force directly proportional to the product of their mass and inversely proportional to the
distance between them. For the Earth and the Moon, if the mass of the Earth is Me and the mass
of the moon is Mm, the force of attraction between them is given by F = G*Me*Mm/R^2 where R is
the distance between them. G is a constant and is equal to 6.67—10^-11 N m^2*kg^-2.


It is this force between the two due to gravity that makes the moon revolve around the
Earth. It provides the centripetal force that makes the Moon move in a circular path. The
gravitational force is also responsible for effects like the tides that occur on the
Earth.

No comments:

Post a Comment

In 1984, is Julia a spy? Please provide specific examples from the book. My teacher says that he knows of 17 pieces of evidence which proves that Julia...

There is some evidence to suggest thatwas a spy throughout 's classic novel . Julia portrays herself as a loyal admirer of Big ...