1 Newton meter is also called 1 joule and they are both a unit of work.
The unit for force is Newtons (N) and the unit for distance is meters (m). Work is measured in units of Joules (J), which is equal to 1 Newton-meter.
The formula is: Force(N) x Distance(m) N x m The unit is:Nm
The work done on the box is 3000 Joules (N*m) (300 N * 10 m). Power is work done per unit time, so the power applied to the box is 300 Watts (3000J / 10 s).
The work done is calculated by multiplying the force applied by the distance moved in the direction of the force. In this case, the work done is 25.0 N m (10.0 N * 2.5 m).
The SI unit for work is the joule (J). It is defined as the amount of work done when a force of one newton is applied over a distance of one meter. This can be expressed as 1 J 1 N 1 m.
N/m
A joule has units of N-m. It is a unit of energy or work.
N/m
The SI unit for Energy is the same unit used for work, which is the Joule. The defition of a Joule is: J = N * m = kg*m^2/s^2 Where: kg is kilogram m is meter s is second N is Newton J is Joule
N/m
N/m
The unit for force is Newtons (N) and the unit for distance is meters (m). Work is measured in units of Joules (J), which is equal to 1 Newton-meter.
They are completely unrelated. Don't get confused by the fact that the units look similar. Work units may be force (N) times distance (m); so a Nm is a work unit. Torque units may be distance (m) times force (N); so mN is a torque unit. Look similar, but they describe different things.
The formula is: Force(N) x Distance(m) N x m The unit is:Nm
Work is Force multiplied by distance. W=Fd The units of work are Joules (J). We can check the above equation by checking that the units are correct. Below is the unit cancellation for the above equation. J=N*m ( 1 J = 1 N*m. This is the definition of a joule)
W = FD the unit used in force is joule(J), and for force is newton(N), distance is meter(M)
The work done on the box is 3000 Joules (N*m) (300 N * 10 m). Power is work done per unit time, so the power applied to the box is 300 Watts (3000J / 10 s).