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F = (M) x (a) = (25) x (2) = 50 newtons.

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If a 2Kg bird is pushed by the wind with a force of 2N, how fast does the bird accelerate?

Q: How much force is needed to accelerate a 25 kg bowling ball at 2 ms2?

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F = M A = (6) x (2) = 12 newtons

The bowling ball is harder to stop because it has a greater mass, and therefore a greater momentum. But the answer is that the bowling ball has a greater mass.

weight *speed / stopping time example : What is the momentum of an 7 kg bowling ball rolling at 5 m/s? (7x5=35 kg m/s) If the bowling ball rolls into a pillow and stops in 0.5 s, calculate the average force it exerts on the pillow. (35/.5=70 N)

it is an bowling ball made by storm products. they produce bowling balls and accessories. their is an x-factor and an x-factor 2 of which i own. great bowling ball.

Are you sure that's all there is to the problem? I may be wrong or missing something, but impulse deals with time so we'd need to know how much time we have to stop the ball, i.e. 10 seconds or possibly 3 meters... Divide 36 by how much time you have in seconds to get the force required and don't forget that the force is negative.

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(25) times (desired rate of acceleration) Newtons.

A basketball is lighter than a bowling ball.

it knocks the pins down.

Any amount of force can stop either kind of ball. But a greater force is required to stop a bowling ball than to stop a soccer ball IN THE SAME TIME, because the bowling ball has more mass, and therefore more momentum and more kinetic energy.

No. Speed and force cause a bowling ball to roll down a lane. Friction may cause a bowling ball to change course on a lane though, and also slow it down.

Ignoring friction and air resistance, it would require a force of 30 Newtons.

F = M A = (6) x (2) = 12 newtons

Use more or less force than you usually do, more force, faster ball, less force, slower ball.

calculate the force of the ball and statistics

The harder you hit the ball, makes it accelerate and makes it difficult to return the ball back on the table.

The object with the most mass, as gravitational force is dependent on mass. Therefore the bowling ball exerts more gravitational force than a baseball or a football.

Yes... Its not the weight but the force of gravity