How do you get joules?

Answer 1

It really depends on the type of energy. If you pull or push, you get the work (the energy transferred) by multiplying the force (in newtons) by the distance (in meters). (If the force is not in the same distance as the movement, the dot product must be used - equivalent to including the cosine of the angle as a factor. If the force is not constant, integration must be used.)

For potential energy, this results in a formula of PE = weight x height, which is equal to mgh (mass x gravity x height).

Por kinetic energy, the formula is KE = (1/2)mv2.

For other types of energy, other measurements and calculations are required.

It really depends on the type of energy. If you pull or push, you get the work (the energy transferred) by multiplying the force (in newtons) by the distance (in meters). (If the force is not in the same distance as the movement, the dot product must be used - equivalent to including the cosine of the angle as a factor. If the force is not constant, integration must be used.)

For potential energy, this results in a formula of PE = weight x height, which is equal to mgh (mass x gravity x height).

Por kinetic energy, the formula is KE = (1/2)mv2.

For other types of energy, other measurements and calculations are required.

It really depends on the type of energy. If you pull or push, you get the work (the energy transferred) by multiplying the force (in newtons) by the distance (in meters). (If the force is not in the same distance as the movement, the dot product must be used - equivalent to including the cosine of the angle as a factor. If the force is not constant, integration must be used.)

For potential energy, this results in a formula of PE = weight x height, which is equal to mgh (mass x gravity x height).

Por kinetic energy, the formula is KE = (1/2)mv2.

For other types of energy, other measurements and calculations are required.

It really depends on the type of energy. If you pull or push, you get the work (the energy transferred) by multiplying the force (in newtons) by the distance (in meters). (If the force is not in the same distance as the movement, the dot product must be used - equivalent to including the cosine of the angle as a factor. If the force is not constant, integration must be used.)

For potential energy, this results in a formula of PE = weight x height, which is equal to mgh (mass x gravity x height).

Por kinetic energy, the formula is KE = (1/2)mv2.

For other types of energy, other measurements and calculations are required.

Answer 2

You can multiply newtons x meters .

You can multiply kilograms x meters3 x second-2.

You can multiply volts x amperes x seconds.

You can multiply watts x seconds.

You can divide kilowatt-hours by 3,600,000 .

You could even multiply feet x pounds and then divide that by 1.3558 .

Answer 3

It really depends on the type of energy. If you pull or push, you get the work (the energy transferred) by multiplying the force (in newtons) by the distance (in meters). (If the force is not in the same distance as the movement, the dot product must be used - equivalent to including the cosine of the angle as a factor. If the force is not constant, integration must be used.)

For potential energy, this results in a formula of PE = weight x height, which is equal to mgh (mass x gravity x height).

Por kinetic energy, the formula is KE = (1/2)mv2.

For other types of energy, other measurements and calculations are required.

Answer 4

A Joule is a unit of energy/work : a force acting through a distance. Specifically, a Joule is the amount of work done by a force of one Newton moving an object one meter.

A Newton is a unit of force, and F = ma. It's the force required to accelerate a mass of one kilogram by one meter per second per second.

All told, a Joule expressed in SI base units is 1 kilogram meter squared per second squared.

Answer 5

The unit for work is joules. It is not clear what you want to convert.

Answer 6

Since webers and joules are used to measure very different things, there is no direct conversion.

Answer 7

Work = mass x acceleration x distance.

If mass is in Kilograms, acceleration is in meters/second2, and distance is in meters than Work will be in joules.

Also E=I2R

Answer 8

You don't. Joule is a unit of energy; you simply can't compare it with time.

Answer 9

The formula is W=f x d.