I'm having trouble getting the answer to this particular question out;

Given that the is equal to ;

- Find y if there is a stationary point at
- Show that

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- April 7th 2008, 03:34 PMFlayTrigonometry, Stationary Points and the Second Derivative
I'm having trouble getting the answer to this particular question out;

Given that the is equal to ;- Find y if there is a stationary point at
- Show that

- April 7th 2008, 04:00 PMMathstud28What you have here

is a differntial equation...here is what you do...since ......ok now seperate to get then integrate to get ...now stop before we get to y we must find that c...we know there is a stationary point at c which means the slope is 0 at which means that y'=0...so thefore solve and you see c=0...next integrate again to get y and you see that now using that condition again we know that solving we get x=0..therfore

for part two just add nine times what we just found to what is to verify its zero - April 7th 2008, 08:11 PMFlay
Got it. I was making yet another stupid mistake.