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Work = Force*Distance = 25*5 = 125 Joules.

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Q: How move a 25 n object 5 metershow much work did you do?
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What is the formula to calculating work?

W= Fd Work Done (J) = Force (N) x Distance (M)Work = Force x Displacement x cos(θ) where θ is the angle between the direction of the Force and the direction of the displacementAs Force and displacement are both vectors and work is a scalar, the magnitude of the work is the scalar product of force and displacementW = F.sW = Fs cos(θ)In order to simply determine work done on an object, figure out how much force was exerted on the object, and over what distance, and multiply them. If you are just pushing an object, figure out the force needed to overcome friction and how far it was pushed. The unit of work (and energy) most commonly used is the joule. It is one Newton of force applied over one meter. 2 joules could be one Newton pushed over 2 meters, or 2 Newtons pushed over 1 meter.Work= force(N) x distance(M) or W=fd


How do you work out 6 percent of something?

You work out 1% of the number (divide by 100) and then work out 5% of the number (divide by easier option to work out 6%: work out 1% (divide by 100) (move 2 places back) then times by 6


Will the second method for determining volume work for any object or just an irregularly shaped one?

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Does gravity do positive or negative work on falling objectexplain?

It does positive work. There's 2 ways to look at this: 1) This one's a chemistry way. When work is done on a system by the surroundings, the work is positive. When the system itself is doing work on the surroundings, this is negative work. Just think of it in terms of the system. It gains energy when something does work to it and loses energy when it works on something else. Based on this, do you think it's positive or negative work? 2) This one's a physics way. W = Fd cos (theta). In this equation, W = work, F = a force, d = displacement, and theta = angle between the force and the displacement. So, let's take the example of a falling object. As it falls, the force of gravity is exerting a force towards the ground. The object is moving towards the ground also. Since both the directions are the same, theta is 0 and work is + (cos of angle 0 is +1). When the object is moving upward while gravity is acting on it, exerting a downward force, the angle between them is 180 degrees. At 180 degrees, cos is -1. Work done by gravity is negative in this case. Either ways, positive work is being done by gravity on the falling object.

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