Of course not.It varies. Gravitatinal accelaration(g) indirectly propatinal to squared value of distance from centre of earth. g=GM/(R^2) G=universal gravitatinal constant M=mass of earth R=distance from centre
Well, F=MA Force = Mass * Acceleration Force takes into consideration Mass and Acceleration. Acceleration is M/S2 Force is M2/S2 Acceleration is how much an object is speeding up. Force is how much impact the object will have when it collides with something. When an adult hits you with the same acceleration as that of a child, the hit of the adult will hurt more (feel harder). Why? This is because there is more mass to the hand of an adult than to that of a child.
Because the field between plates in a capacitor is homogenous. It has the same strength in every point of the field.
It isn't; gravitational force is minutely different around the world, such as compared between the equator and the poles. However, this difference is so minute it is hardly worth considering. The acceleration on an object is the same regardless of mass (when placed in the same place) because the formulae used for calculating the acceleration make the mass of the object redundant and it doesn't affect anything.
Gravity is a constant value, and therefore is not dependent on the extrinsic properties of an object.======================Very nice.-- The more mass in an object, the more gravitational force draws it towards the Earth.-- But the more mass it has, the more force it takes to accelerate it at any rate you name.-- So the more gravitational force there is pulling it down, the more force it takes to accelerate it.-- Those conditions work exactly against each other, so that every mass falls with the same acceleration.
-- The more mass an object has, the more gravitational force there is betweenit and the Earth.-- But the more mass an object has, the more force is required to accelerate it.-- The relationship between how much gravitational force there is and how much forceis required trades off just right, so that every mass has the same acceleration.
No. "Pull" is a force, not an acceleration.
helium
No. Gravitational Acceleration is a constant and is a function of mass. The effects of the constant upon another mass can be altered but the acceleration itself will remain the same.
The earth creates a gravitational acceleration field around the earth and objects in that field experience the same acceleration field.
We have constant acceleration all the time. Its called gravity. Gravitational acceleration is 9.8... m/s^2
The same as the relation between acceleration and any other force. Force = (mass) x (acceleration) If the force happens to be gravitational, then the acceleration is down, and the formula tells you the size of the acceleration. If the acceleration is down and there are no rocket engines strapped to the object, then it's a pretty safe bet that the force is gravitational, and the formula tells you the size of the force.
The force is the product of mass and acceleration thus F= ma, if a is the same for all objects then the gravitational force difference depends on the mass alone.
Because the object's inertial motion is equal to the gravitational acceleration. Weight equals mass times gravitational acceleration (W=mg), so you would feel weightless, but your mass stays the same.
no, because gravitational force depents on the object's weight.
Well, F=MA Force = Mass * Acceleration Force takes into consideration Mass and Acceleration. Acceleration is M/S2 Force is M2/S2 Acceleration is how much an object is speeding up. Force is how much impact the object will have when it collides with something. When an adult hits you with the same acceleration as that of a child, the hit of the adult will hurt more (feel harder). Why? This is because there is more mass to the hand of an adult than to that of a child.
Because the field between plates in a capacitor is homogenous. It has the same strength in every point of the field.
It isn't; gravitational force is minutely different around the world, such as compared between the equator and the poles. However, this difference is so minute it is hardly worth considering. The acceleration on an object is the same regardless of mass (when placed in the same place) because the formulae used for calculating the acceleration make the mass of the object redundant and it doesn't affect anything.