What does N m represent in (the joule) 1J=N m?
One Joule is, by definition, equal to exactly One Newton-Meter. :D Joules are a unit of work or energy and can be defined as: \[Work = Force*distance\] By analysing the units we see that: \[Joules = Newtons * Meters\] So there is absolutely no difference between Joules and Newton-meters, they are two names for the same thing.
Sorry, I misread your question. You weren't asking how many Joules is a Newton-meter, but rather what are Newton-meters. Well, my answer above still (kind of) applies. The Newton-meter arises from the conventional equation for work (i.e. Work=Force*distance). By doing some unit analysis you will see that this holds true for other equations of energy: \[KE=\frac{ 1 }{ 2 }mv ^{2}\] \[KE=\frac{ 1 }{ 2 }mv(\frac{ d }{ t })\] \[KE=\frac{ 1 }{ 2 }m(\frac{ v }{ t })d\] \[KE=\frac{ 1 }{ 2 }ma*d\] \[KE=\frac{ 1 }{ 2 }F*d\] And by looking at the units: \[Joules = Newtons * Meters\] I hope this helps. (And sorry for misreading your question...)
Absolutely this helps! it all helped lol thank you very much. I just have a hard time knowing what some of the acronyms mean in some of the equations.
Sure thing! My HS physics "formula packet" had a list of what each variable meant in each area of physics (lambda is wavenlength in harmonic motion, but half-life in nuclear physics). You could get something like that to help you remember, because there are a lot of formulas. If you do these problems enough, though, they will eventually stick. : )
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