Question

A work of 500 J is done when a force of 20 N is applied to a cart. Calculate the distance through which the cut moves in States direction.

Answer 1

The distance through which the cut moves in States direction is 25m.

Given:

A work of 500 J is done when a force of 20 N is applied to a cart.

To Find:

The distance through which the cut moves in States direction.

Solution:

To find the distance we will follow the following steps:

As we know,

Work done = F.S = F× s×cosx

Here, x = 0° because the distance is in the same direction of force so, cosx = 1

Now,

Work done = F × A

Here, F is the force applied and S is the displacement or distance moved.

Now,

Putting the values we get,

Work done = 20 × S

500 = 20S

$S = \frac{500}{20} = 25m$

Henceforth, the distance through which the cut moves in States direction is 25m.

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Answer 2

Answer:

the distance through which a cart moves is equal to 25 meters in the

direction of the force.

Explanation:  

Distance is how a long way one issue is from every other issue. It is likewise a degree of the distance among  things. It may be measured alongside any path. Thus, a person who is going round in a circle has traveled a distance, despite the fact that his role has now no longer changed. To resolve for distance use the components for distance d = st, or distance equals velocity instances time. Rate and velocity are comparable when you consider that they each constitute a long way consistent with unit time like miles consistent with hour or kilometers consistent with hour. If fee r is similar to velocity s, r = s = d/t.    

Work = pressure x distance

distance =work / pressure

distance= 500 j / 20 N

distance = 25 meters

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