You mean foot pounds, not feet per pound. Work = weight x distance = 500 x 60 =3000 foot - pounds
560 ft-lb
1/10
You need not only the weight but how far it is moved (lifted). Let us say 1 meter. The formula is: force x distance = work 150 nt x 1 m = 150 nt-m
Exactly as you have done in the question.Exactly as you have done in the question.Exactly as you have done in the question.Exactly as you have done in the question.
The verb of done is do. As in "to do something".
560 ft-lb
Work is calculated as the product of force and distance. In this case, a 5-pound weight lifted 10 feet means that the work done is 5 pounds multiplied by 10 feet, which equals 50 foot-pounds of work. This illustrates the basic principle that lifting a weight requires energy, quantified as work, and is dependent on both the weight's force and the distance it is moved.
The work done is calculated as the force applied multiplied by the distance moved in the direction of the force. In this case, the work done is 30,000 ft-lb (500 lb × 60 ft).
distance
The work done is 50 foot-pounds (5 pounds x 10 feet = 50 foot-pounds). Work is calculated by multiplying the force exerted with the distance the force is applied over.
The work done on the fallen tree would depend on the force applied, not just the distance lifted. Work is calculated as force multiplied by distance. Without knowing the force applied, we cannot determine the work done.
Personally, I would buy one that is lifted or have it professionally done. If you buy one already lifted, you don't run any risk of messing up your truck.
If the work done to give a box 400J of energy is against gravity, it would be equal to the force required multiplied by the vertical height lifted. This means the work done would depend on the weight of the box and the distance it is lifted.
The work done in lifting the tree is equal to the force applied multiplied by the distance it is lifted. The amount of work done would depend on the weight of the tree and the force required to lift it to a height of 2.75 meters above the ground.
Well, let's see. We have a unit "ft-lb", we have a unit "ft", we have a unit "lb" ... you know, I bet if you multiply the "lb" number by the "ft" number it will give you the "ft-lb" number.(The fancy word for this sort of reasoning is "dimensional analysis", and you'd be surprised how far it will get you in solving problems in college chemistry and physics courses, even if you don't have the faintest clue what you're doing otherwise.)
1400j
lifted and set heavy iron rails into place.