does the earth's gravitational pull extent way beyond the moon's distance?

Answer 1

In theory yes.

Gravitation force F = (G.m1.m2)/d^2

where G is the gravitational constant
m1 and m2 are the two masses and d is the distance between them

However in practice at the distances involved the force of earth's gravity is quite weak - almost negligible.

Answer 2

The Moon will on no account bypass away Earth's gravitational pull. the value of recession is by many aspects, all of that have become smaller by fact the Moon strikes away. The capability comes from the tidal effect that the Moon has in the international's oceans. In return for Moon's bigger orbit, Earth's rotation is bogged down. The slower our rotation, the fewer capability is transferred to the Moon's orbit. that's anticipated that (if no longer the rest interfered with the technique) that the Moon might attain a optimal distance in greater desirable than 10 billion years (some calculations say 50 billion years, yet i stumble on that somewhat lots). at that element, Earth rotation (our day) could be precisely the comparable by fact the Moon's orbital era (our month), so as that the comparable side of Earth might continuously face the Moon. although, nicely earlier that, the sunlight will bypass with the aid of its pink great section (in approximately 5 billion years). on the time, the exterior of the sunlight will strengthen outward to our orbit (sort of). If it does, that's achieveable that the two Earth and Moon are "swallowed" by the sunlight. after all, the greater desirable "ecosystem" of the sunlight will probable intervene with the Moon's recession value.

Answer 3

Yes, they do.

The equation for gravitational attraction is

F = G * M * m / r^2

Where F is the force of attraction (Gravity)
G is the gravitational constant
M is the mass of the Earth
m is your mass
and r is the distance between Earth's center and another object

This means that any 2 objects in the universe have a gravitational attraction between them, no matter how far they are.

But you will notice that the denominator term (the distance) is squared. That means that the further you go, the attractive force is reduced by a large amount. At some point, the distance is so large that is decreases the equations value to almost negligible.

Another interesting thing to notice here is that there in fact is a gravitational attraction between me and you! however, since our masses are so small and distances so large, its too small to be noticable.

Answer 4

It does, but it weakens immensely! That is why we are subject to the moons gravitational effects on the tides!

Answer 5

the gravitational force is given by
F=Km1m2/r^2
therefore theoritically gravitatinal force will be experienced at even extremely large distances

Answer 6

Moon is also a planet not a satlite for earth
Any planet no power to create a satlite on its won
Think about for mation of planets and distance of eatch
THis is all sun created with its vomiting with time gaps

Answer 7

Yes, of course, but it will be weaker. (Don't forget Newton's laws ! (The first one))
If I guess correct, give me ten points !

Answer 8

I don't know, but what I know is that everything is connected as one. So, probably yes?

Answer 9

Yes, it does.

Answer 10

I'm sure it does, albeit weaker.