(14 N x 6 m) = 84 newton-meters = 84 joules
360 joules
Work done = force * distance = 10 * 5 = 50 joules
In this case, the work is simply the product of both. Since you are using standard SI units, the answer is in joules.
Work= 1500 Joule. Time= 60 100 N is moved 15 meters. Work = applied force (newtons) x distance (meters) X = 100 x 15 Work = 1500 Joules Power (watts) = work (joules)/ time (seconds) 25 = 1500/X Time = 60.
Workin joules = (89) x (distance she moves the force through)in meters
360 joules
Work done = force * distance = 10 * 5 = 50 joules
Work= 1500 Joule. Time= 60 100 N is moved 15 meters. Work = applied force (newtons) x distance (meters) X = 100 x 15 Work = 1500 Joules Power (watts) = work (joules)/ time (seconds) 25 = 1500/X Time = 60.
In this case, the work is simply the product of both. Since you are using standard SI units, the answer is in joules.
The product of these two numbers, assuming the force acts in the same direction as the object moves.
Workin joules = (89) x (distance she moves the force through)in meters
84
it is force times the distance it moves through and its units are Newton meters in SI, called Joules, or inch pounds in US
The product of these two numbers, assuming the force acts in the same direction as the object moves.
If the 25N force is directed straight up, so that the force itself moves 1.5 meters tofinish the job, then it does 37.5 joules of work, which becomes 37.5 more joules ofgravitational potential energy that the plant has, once it's on the shelf.
it moves ----------> there for if you were to push the object it will go <--------
Basically, the product of force x distance is called "work". It is expressed in units of energy. I like to think of work as "energy transfer", but this only applies to mechanical energy. In fact, it requires energy to do such work. In the SI, if you multiply a distance in meters by a force in newtons, you get a work in joules.