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A force of 2.5 newtons acting through a distance of 7 meters delivers 17.5 newton meters = 17.5 joules of work.
You usually do this to calculate a weight. In this case, multiply the number of kilograms by the force of gravity - in case of Earth, this is about 9.8 meters/second2.
Meters / second2, or the equivalent Newtons / kg.Meters / second2, or the equivalent Newtons / kg.Meters / second2, or the equivalent Newtons / kg.Meters / second2, or the equivalent Newtons / kg.
In this case, calculate energy (work) as force times distance.
42.16 your welcome :)
A force of 2.5 newtons acting through a distance of 7 meters delivers 17.5 newton meters = 17.5 joules of work.
You usually do this to calculate a weight. In this case, multiply the number of kilograms by the force of gravity - in case of Earth, this is about 9.8 meters/second2.
The work is 347 joules.
Meters / second2, or the equivalent Newtons / kg.Meters / second2, or the equivalent Newtons / kg.Meters / second2, or the equivalent Newtons / kg.Meters / second2, or the equivalent Newtons / kg.
You multiply the mass by the gravity. Normal Earth gravity is about 9.8 (in meters/second2, or the equivalent newton/kilogram).
In this case, calculate energy (work) as force times distance.
W=Fd Where F is the force on the object and d is that distance that the object traveled. If F is in Newtons and d is in meters, then works will be in joules.
to convert watts into meters
Joules or newtons*meters
Usually meters, kilograms, and Newtons.
You don't MODIFY any of his laws; you just use the formula to calculate the gravitational force, plugging in the numbers for masses and distance. Usually the masses would be in kilograms, the distance in meters, and the result in newton.