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If the mass and acceleration of the volleyball are known, the force acting on it can be found using the above equation.

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Q: How does force equals mass x acceleration apply to volleyball?
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Related questions

How does force equals mass x acceleration apply to ballistics?

This equation will tell you how much force is exerted by a bullet, for example, on a target.


Is this right force equals mass divided by acceleration?

No. Force = mass x acceleration.


What happens to the acceleration when mass and force are doubled?

Acceleration remains the same. Remember that Force equals Mass times Acceleration, or Acceleration equals Force divided by Mass. So, if both Force and Mass double, Force Divided by Mass remains the same.


How are acceleration and force the same?

Force and acceleration are NOT the same. If you apply a net force to an object, it causes the object to accelerate. The amount of acceleration depends on the force and the mass of the object. Force = mass x acceleration.


What is needed to apply force to an object?

acceleration


How is change in speed related is force and mass?

Force equals mass times acceleration. To change a speed, you must apply some force (either positive or negative) to give the object some acceleration. How quickly the object's speed changes will correspond to the force given divided by the mass of the object. (ie, the acceleration)


How is a change in speed related to force and mass?

Force equals mass times acceleration. To change a speed, you must apply some force (either positive or negative) to give the object some acceleration. How quickly the object's speed changes will correspond to the force given divided by the mass of the object. (ie, the acceleration)


Acceleration equals force divided by mass?

No


Force is equal to an object's acceleration multiplied by its?

F=ma Force equals its mass times its acceleration.


How do you solve for the force of an object?

force equals mass times acceleration


What states that acceleration equals force divided by mass?

If: Newton's Second Law states that Force equals Mass times Acceleration. Then: Algebraically, Acceleration would equal Force divided by Mass


How are Force Acceleration and Mass related?

(Force on an object) = (the object's mass) times (its acceleration)