Yes, but the greater pull is offset by greater inertia. In a vacuum, a very heavy weight and a very light weight would drop to earth at the same rate and would hit the ground together if dropped from the same height.
Yes, they do.
According to Newton's law of universal gravitation, every massive particle in the universe attracts every other massive particle with a force which is directly proportional to the product of their masses and inversely proportional to the square of the distance between them.
F = G.m1.m2 x 1/r2
m1= mass of object one
m2= mass of object two
r2= distance between objects squared (r x r)
G= gravitational constant (force of gravity on Earth)
i
All objects with mass produce gravity, which object has the greater mass just means which object will move towards the other. This does not mean only one object will move, if the objects are close in mass to one another they will both move.
And yes this is why the relatively smaller planet Earth, revolves around the Sun not visa versa. The Earth is however large enough to cause movement of the Sun. The Sun being a gaseous star does not wobble as it would were it a solid mass though. The Earth's gravity produces what could be compared to tidal movements on the Sun as well as a decrease in the atmospheric pressure on the area of the Sun which will revolve in sequence with the orbit of the Earth. This results in increased solar flare activity. When other planets come into momentary rotational synchronization with the Earth the resulting accumulation of gravitational pull on the sun combined with the atmospheric volatility on the Sun will produce solar storms. Solar storms result in high frequency radio wave disturbances, high levels of dark matter ionization as well as high levels of ultra violet light. They can be predicted by planetary movements and it is necessary to momentarily turn sensitive satellite based communications equipment off to prevent component damage.
The gravitational force between two masses depends on the product of their masses.
That means (mass #1) multiplied by (mass #2).
If you keep the same (mass #1) and bring some small masses and some large masses
to it, the gravitational force between it and the small masses will be small, and between
it and the large masses will be large.
The question speaks of a "small object" and a "large object", but it never mentions "mass",
so we want to make sure that it's very clear: The gravitational force between the earth
and a low-mass object is a small force. The gravitational force between the earth and a
high-mass object is larger force. The physical size of the object doesn't matter.
By the way . . . the gravitational force is always mutual. That means the "pull" goes
both ways, and it's equal in both directions. Whatever the earth's pull is on you,
your pull on the earth is exactly the same. If you weigh 160 pounds on earth, then
the earth weighs 160 pounds on you.
have greater masses, and are closer together.
With a bigger mass there is more to pull to the ground: therefore there is a larger gravitational pull. :)
No, but the gravitational pull at the equator is somewhat counteracted by the centrifugal force created by the rotation of the Earth.
Yes, it is, by virtue of the way the formula works.
larger pull or more weight
Objects of greater mass have more gravitational pull.
An object have greater gravitational pull closer from earth. As we get farther from earth, the gravitational pull becomes weaker. That is why objects sufficiently away from the earth do not fall on it.
mass and distance form an inverse relationship when related to gravity. The larger the mass(es) the greater the gravitational pull. The closer the distance, the greater the gravitational pull.
the difference between the gravitational pull on th eearth and moon is 1/6th. The gravitational pull on the earth is 6 times more than the garvitational pull of the moon. If some one weighs 36 kgs on earth then the weight on moon will be 6 kgs.
Anything that has mass has a gravitational pull. I do not know the formula that determines an objects gravitational pull based on mass, but there definetly is one.
The gravitational pull is always present: there is no "when".
Objects of greater mass have more gravitational pull.
An object have greater gravitational pull closer from earth. As we get farther from earth, the gravitational pull becomes weaker. That is why objects sufficiently away from the earth do not fall on it.
The magnitude of gravitational force between two objects is directly proportional to the product of their masses. This means that as the mass of one or both objects increases, the magnitude of the gravitational force between them also increases. In simpler terms, the more massive an object is, the stronger its gravitational pull.
mass and distance form an inverse relationship when related to gravity. The larger the mass(es) the greater the gravitational pull. The closer the distance, the greater the gravitational pull.
Mass, not density, and the closeness of objects, affects an object's gravitational pull. Density is not dependent on an object's size, but mass is. The more massive an object, and/or the closer an object is to another, the greater its gravitational pull.
The mass of the objects and the distance between the objects.
A bicycle A truck . A camel
The same as what affects the pull of other objects. The gravitational force between two objects depends on the mass of both objects, and on the distance between them.
Gravitational attraction.
On the masses (more masses will result in more force), and on the distance (a greater distance will result in less force).
Just the opposite. When the product of two masses is greater, the gravitational force between them is also greater.