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What is the size of the force multiplied by the distance through which the force acts?
Wiki User
∙ 14y ago
Work W. The dot product of Force and Distance through which the force acts is called Work . W=F.d
Wiki User
∙ 13y ago
Wiki User
∙ 14y agoThis is called the moment of the force
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Is defined as the size of the force multiplied by the distance through which the force acts?
work
What is defined as the size of the force multiplied by the distance through which the force acts?
Work.
Which term is defined as the size of the force multiplied by the distance through which the force acts?
work work
What is the definition of work done?
Physics definition of work: (force applied ) multiplied by (distance through which the force acts).
What is input distance?
Input Distance is the distance the input force acts through.
Energy in the form of a push or pull?
Energy can be transferred to material things by pushing or pulling AND moving it through a distance. The push or pull is a force, and the amount of energy is the magnitude of the force multiplied by the distance through which it acts. No matter how hard you push or pull, if your force doesn't move through any distance, then no energy is transferred to the thing you're pushing or pulling.
What is the definition of output distance?
input distance- the distance the input force acts through
Whereas impulse involves the time that a force acts work involves what factor?
Work is the force multiplied by the displacement (the distance that the force moves an object).
What is a hydraulic press multiplies a force by 100 this multiplication is done at the expense?
the distance through which the force acts.
The scientific definition for work states that work cannot be accomplished without what?
In Physics, work is defined as (force) multiplied by (distance). According to that definition, if either force or distance is zero, then work is zero. That means that no matter how hard you push on a brick wall, no work is done, because your force acts through zero distance.
What do you multiply to get work?
(Force) x (distance through which the force acts) or (Power) x (length of time the power lasts)
W equals force into displacement when it is valid?
We're not sure what the question means when it says "into" displacement.For that matter, we're not absolutely sure what 'W' stands for.Plus, to be honest, we don't see a question here.But "... into ..." is still troubling us.Perhaps this will help:Work is defined as (force) multiplied by (distance through which the force acts)
