I was wondering if some rad lad could walk me through how to find work in Newtons for problem number 2? It gives the answers because it is a review
energy & work are not measured in Newtons
free body diagram?
Work is equal to the change in potential energy. W=mgh
you right, sorry, joules
So wait, only veritcal displacement matters because the passenger is pushing up on the stairs?
>>8535921
baka, the work done by weight is essentially (|W|)(the vertical displacement). It's not in Newtons, it is exclusively in Joules
>>8535942
Yeah. Potential energy (and work) stays the same no matter if you climb a hill straight up or take a 10 kilometer long detour.
>>8535948
And just to be clear, this is about the work on the suitcase. The work done by friction on the person doing this changes of course but this isn't about that.
>>8535942
No because near surface gravity is a conservative force that only cares about vertical displacement. If you actually do the work calculation you'll find this to be true.
So with this in mind, I set Sum of Force = ma + mg, and velocity is constant, so Sum Of Force = mg (m = 21.9 kg)?
I scribbled out some stuff, is this a perfect force body diagram or what
>>8535947
>baka
Never should have shut down those internment camps.
Looks like I understand now. On the body diagram, I should have put applied force in place of Normal Force, and I figured out that what I did to find mass was negligible. One last picture, thanks fellas
Maybe I'll need help again in a bit