It all comes down to mass.
The more mass an object has the greater it's gravitational force is.
Mass is the amount of matter or "stuff" an object has which we usually refer to as weight because it is being pulled down by the Earth. An object from Earth in space would have little to no weight yet have the same about of mass.
Earth has much more mass than a car does. Therefore Earth has much stronger gravity.
The main reason is that Earth has more mass than several billion cars have.
Because the frictional force must be greater than forces that would cause the object to move. Example: a car parked on a slope does not move despite the force of gravity acting to pull it down the hill. Why? Because the frictional forces are greater than the forces of gravity.
The force of Gravity.
the force that is used shall be gravity .
Earth has much more mass than a car does. Therefore Earth has much stronger gravity.
The main reason is that Earth has more mass than several billion cars have.
Because the frictional force must be greater than forces that would cause the object to move. Example: a car parked on a slope does not move despite the force of gravity acting to pull it down the hill. Why? Because the frictional forces are greater than the forces of gravity.
speed! a moving car is having a force greater than the friction of the tires/air (and gravity on a steep upward hill) applied to it, and is moving forward. The force can come from the engine, or external forces.
The more massive object will have a greater mass. Mass and gravity are interrelated. More mass, more gravity.
Force is directly proportional to mass. Therefore, even both the car and bicycle are being accelerated to the same velocity, accelerating a car would require more force since it has a greater mass.
The force of Gravity.
From what I know, Force of Gravity always acts in the vertically downward direction.
the force that is used shall be gravity .
Actually gravity is an energy/force that pull things
Because it has more momentum the faster it goes.
Unbalanced. The rotational force upon the drive wheels must be greater than the force of inertia in order for the car to begin moving.