If you double the mass of an object while an unbalanced force remains constant?

Answer 1

There's far too little information in the question to formulate any reasonable answer.

The question could cover a myriad of sundry different situations. For example:

-- If you double the force you're applying to a brick wall, nothing happens to any

distance you might be interested in.

-- If you double the force you apply to a Bowling ball in space, then its acceleration

doubles, and the distance it travels in any reference time period quadruples.

-- If you double the force you're applying backwards to the front bumper of a car

that's coasting forward, then its acceleration also doubles, but the distance it travels

in any reference time period decreases by 75%, at least until it stops.

-- If you double the tangential force applied to an object that's in orbit around the

sun, then depending on what portion of its orbit it happens to be in at the moment,

either the major or minor axis of its orbit begins to grow faster, and the distance it

travels during each orbital period increases in a way that can't be predicted without

a lot more information.

Answer 2

if you push an object a given distance, while applying twice the force, you do

Answer 3

If you push an object twice as far while applying the same force you are doing twice as much work. Work equals force times displacement.

Answer 4

...the acceleration of the object is Halved

Answer 5

Work = Force X Distance so if we doubled the force and distance--

Work = 2F*2D = 4 X the original work.

Answer 6

four times as much work