Can anyone verify me if my answer is the derivative of .........
\[y'= \frac{ -3x^3 +3x }{ \sqrt{2-x^2} }\]
\[y''= \frac{ 6x^4-24x^2+6 }{ \sqrt{2-x^2} }\]
I took the derivative of the derivative(the second derivative) and ended up with that. I want to make sure I did everything right when I was simplifying to get the second derivative.
\[y''= -9x^2\sqrt{2-x^2}+3\sqrt{2-x^2}-\frac{ 3x^4+3x^2 }{ \sqrt{2-x^2} }\]
that is what I got first before I started simplifying
use Quotient rule
to get the second derivative.
Whatever may be the numerator there should not be any square root in the denominator , using quotient rule
........................................................................... I just noticed. Good bye half hour work. Time to start over -.-'
... I just erased all and I was correct. I just had to bring down the denominator I ate. buh
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