The formula for work done against gravity is straightforward multiplication.
W= F x D (force times distance) and therefore W = m x g x d
The values are m (mass in kg), g (gravity in m/sec2), d (distance raised in meters).
The work is expressed in joules, or kg-m2 / sec2.
W (joules) = (20)(9.81)(.5) = 98.1 joules
The answer to this question would also depend on 2 other factors, namely weight and speed.
Seeming that these factors are not stated clearly in the question, one can not give an exact answer to it.
But let's not get to complicated aboud it and just say that the question is ment under the terms of the most common used factors, which would give a weight of '1 kilogram' and a speed of '1 meter a second'..so then the question would be:
How many Joules of work are done on an object 'with a weight of 1 kilogram' when a force of 10 N pushes it 'over' a distance of 5 m 'at a rate of 1 meter a second'?
That would be:
1 kg.m/s = 1N
1 N.m/s = 1J
So: 10 N x m/s = 10 J x (5 x 1m/s) = 50 J
"force x distance / time"
100J with slight variation depending on the location on the earth.
Just multiply the force times the distance. The answer will be in newton-meter = joules.
Apex:D
In this case, work = force x distance.
20 x 5 = 100 N-m
98 J
100
1,000
Assuming the force doesn't change, and the force and movement are in the same direction, the energy (the joules) is the product of distance and force. Thus, you just need to divide the energy by the distance.
Work = (force) x (distance) = 7 x 2.4 = 16.8 joules
You can use the following theoryIf the resultant force F on an object acts while the object is displaced a distance d, and the force and displacement act parallel to each other, the mechanical work done on the object is the product of F multiplied by d: [3]W = F * d Work=Force*distance,Where work is expressed in joules, force in newtons, and distance in meters.
The centripetal force is the force with which the centrifuge pushes some object inwards. The opposite force, of course, is the object pushing the centrifuge outwards.
"Newton" and "Joule" were different people, with different names and different spellings, who lived in different countries at different times, investigated different questions, and found different answers. That's a tip-off that the units named for them are completely different things, and can't be converted into each other. 'Newton' is a measure of force. If it pushes through a distance, then (energy) is produced, equal to the product of the number of Newtons multiplied by the distance in meters, and expressed in Joules. If the force pushes against a brick wall and doesn't move through a distance, there are a lot of Newtons there, but the number of Joules of energy produced is zero.
Is done when a force exerted on an object causes that object to move some distance; equals to force times distance; measured in joules (j)
Assuming the force doesn't change, and the force and movement are in the same direction, the energy (the joules) is the product of distance and force. Thus, you just need to divide the energy by the distance.
Mechanical energy is transferred by a force to a moving object.
In this case,Work done = Force x Distance ,So, Distance = Work done/force = 720/40 = 15 metres.*Note : If the force tends to slow the object down, then Workdone = -(Force x Distance )
Work = force x distance. Answer is in joules.
We must assume that the force pushes parallel to the floor.Work = (force) x (distance) = (800) x (1.5) = 1,200 newton-meters = 1,200 joules
The distance moved by the object can be calculated by dividing the work done by the force applied. In this case, the distance is 15 meters.
Work = force x distance Work = 10N x 4m= 40 joules
Work = (force) x (distance) = 7 x 2.4 = 16.8 joules
First you have to find the force F=(mass/weight of object)*(9.8) Once you find force Work=(Force)*(Distance) Your answer will be in joules
Work = force x distance = Newtons x meters = 1937 Joules.
Work = Force*Distance = 25*5 = 125 Joules.