200juels
The work done is 200 Joules (20 N * 10 m). Work is calculated as force multiplied by distance.
The amount of work done in pushing a mower for 500m depends on the force applied. Work is calculated as force multiplied by distance. If a force of 100 N is applied to push the mower for 500m, then the work done would be 50,000 J (100 N * 500 m).
The work done is calculated as the force multiplied by the distance the lawn mower is pushed. The component of force in the direction of motion is Fcos(θ), where θ is the angle between the force and the direction of motion. Given that F = 25 N and θ = 60 degrees, the work done would be 215.6 joules approximately.
The work done by the man is calculated by multiplying the force applied by the distance moved in the direction of the force. In this case, the work done is 10,000 Joules (200 N * 50 m).
A force of 5 newtons acting through a distance of 10 meters does (5 x 10) = 50 joules of work.The weight of the cart and the slope of the surface are not required and are of no interest.
12 quarts
The work done is 200 Joules (20 N * 10 m). Work is calculated as force multiplied by distance.
The amount of work done in pushing a mower for 500m depends on the force applied. Work is calculated as force multiplied by distance. If a force of 100 N is applied to push the mower for 500m, then the work done would be 50,000 J (100 N * 500 m).
Work=Force+Distance =joule
6,250 J
this piece of **** doesn't work worth ####. I could wipe my ### with my questions and it would give me a better answer.
The work done is calculated as the force multiplied by the distance the lawn mower is pushed. The component of force in the direction of motion is Fcos(θ), where θ is the angle between the force and the direction of motion. Given that F = 25 N and θ = 60 degrees, the work done would be 215.6 joules approximately.
what kind of oil for a sears push mower and how much?
Depends on the size of the mower.
Work (energy transferred) = force x distance = 200 N x 10 m = 2000 Joule. Power = work / time = 2000 Joules / 8 seconds = 250 Watts.
That will vary for each make and model of mower.
And the question is????