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Simple Physics 12 Problem. I'm looking at a simple Phys12 problem that my cousin asked me to help him with, but I'm surprisingly having some issues with it. "Earth: m= 5.98e24 kg, moving at speed of 2.97m/s. Sun: is 1.49e11m away, exerts a force of 3.56e11N on earth. If the earth orbited the sun in a perfect circle, how much work would the sun do on the earth in one second?" Who wants to earn some thanks? :thumbsup: Thanks in advance. |
W = F x D Fc = mv^2/r majority of the numbers variables are already there EXCEPT D which you need to find work. Since D is distance. You get the formula D = v*t so in this case in one second you get 2.97m for the variable d. Fc = (mass of earth * velocity of earth^2)/ distance from the sun. The result of this equation shall me put in the W=F*D formula. So we end up with W = Fc * 2.97. I dont got a calculator handy but it should be right. |
^ I originally thought that too, but doesn't the F have to be parallel to the motion ? In this case, it's perpendicular, since it's orbiting. |
im glad i didn't take physics ! |
I think the solution above is correct F = mv^2/r is the force exerted on Earth due to the Sun's gravity and W = F d would give the work done on the Earth by the Sun for that distance, ie. one second. It is a simple question, maybe just that the concept of gravity performing work is kinda confusing. Its not related to torque or anything so perpendicular or not doesnt matter. I hope I'm not wrong :) |
it's 0. The force and velocity vector are always perpendicular. |
bah my other post never posted...i was about to say to try plugging it into the whole work formula which is w= FDcos(theta). I forgot to add that sry =.=. I don't quite remember if it's perpendicular that there is no work exerted or no parallell. sorry dude. |
yo it basic too bad you too dumb to do school you wast yor mom money |
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