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f(x)=x^4-1, what is the turning point? Is it 0, -1 or 1?
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Well, to find the turning point you differentiate it. \(f'(x) = 4x^3\) then set it to 0 \(4x^2=0\) => \(x=0\) then you substiute it into the equation to find \(y\)
Thanks! I wasnt sure if it was to set it completely to 0 or set it to 1, because the x would equal 0 so it would be x=1... but thanks
then forget about the \(y-value\) for the turning point.
don't forget*
Very true. thanks again
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np
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