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5,400 N.

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14y ago
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Q: How much force will it take to accelerate a 900-kg car at 6 ms2?
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Related questions

What force would it take to accelerate a 900kg car at a rate of 6 ms2?

5,400


How much force does it take to accelerate a .2 kg object in 2 s?

Not enough information. You must also know the change in velocity.


Does it require as much force to stop a ball as to throw it?

No, you do not have to use as much force if you accelerate the ball over a longer distance. This means you are slowing it at a lower rate, but take long enough for the slowing to make a difference.


How much force does it take to accelerate a 15 kg person at 4 m's2?

Force = mass * accelerationForce = (15 kg)(4 m/s2)= 60 Newtons===========( about 60 times the force needed to push in a doorbell button )


How much net force does it take to accelerate a 300 kg car at 15 meters per second 2?

F = M a= (300) x (15)= 4,500 newtons


How much force does it take to accelerate a 2000-kg car at 4 miles per second squared?

1996


The force it would take to accelerate a 700-kg car at a rate of 5 m/s2 is?

3,500 N.


The force it would take to accelerate a 900-kg car at a rate of 3 ms2 is?

B. 5,400 N


What is relationship of force to motion?

take a look at newtons 1st and 2nd laws. Basically if a force is applied on an object in one direction and no other forces are present it will accelerate or decelerate.


How much force would it take to accelerate a 250 kg motorcycle at a rate of 5 ms?

I guess you mean a rate of 5 meters per second squared.You can calculate the force using Newton's Second Law. That is, simply multiply the mass times the acceleration.


How much foogems does it take to accelerate your foopets age?

It doesn't take any foogems, but it takes 20 FD's.


What is the Formula for Force required to accelerate an object to a predetermined speed?

There is no specific force required to accelerate an object to a predetermined speed. A smaller force will produce a smaller acceleration, so it will take longer to reach the desired speed. A larger force will produce a larger acceleration, so the desired speed will be reached sooner. But either the large or the small force, or any other force, will produce an acceleration, and cause the object to reach the specified speed sooner or later.