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consider a particle moving in the x-y plane according to:
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x=(16t)/(1+t^3) y= (16t^2)/(1+t^3)
find all intervals of t where the path of motion is concave up and concave down
im guessing second derivative analysis of the critcal point x=cuberoot(2)
i gotta go in 2 minutes :/
yes do second derivative. if y">0 then its concave up. if y<0 its concave down
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y"0 mean
ah man, can i just take the second derivative of each individually then put dy2/dt over dx2/dt?
anyways thanks, o goptta go now though!
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