Work = (force) x (distance) = (2.5) x (7) = 17.5 newton-meters = 17.5 joules
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.
You can calculate this by plugging in the distance (in meters), and the masses (in kilograms), into the Universal Law of Gravitation.According to Wolfram Alpha, that would be 3.829 x 10 to the power 23 newton.
There are 100 c-newton meters in a newton meter.
Meter : Distance = Newton : Force
Work = force x distance = (4 x 10) = 40 newton-meters = 40 joules
Newton meters. (nm)
Work = (force) x (distance) = (2.5) x (7) = 17.5 newton-meters = 17.5 joules
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.
Distance * Weight (in Newton meters)
A force of 2.5 newtons acting through a distance of 7 meters delivers 17.5 newton meters = 17.5 joules of work.
torque
You can't. Newton-meters are a unit of force. Meters are a unit of distance. The two are not directly related.
You can calculate this by plugging in the distance (in meters), and the masses (in kilograms), into the Universal Law of Gravitation.According to Wolfram Alpha, that would be 3.829 x 10 to the power 23 newton.
There are 100 c-newton meters in a newton meter.
Meters per second squared, Kilometers per hour, Meters, and Miles per hour.
Force x distance = 100 x 2 = 200 newton-meters = 200 joules.