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f(x)=x^4-50x^2+4
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Let x^2=a
Take \(k =x^2\). You have the quadratic \(k^2 - 50k + 4 = 0\)
i need to find the inflection points.
Ah.
Find the second derivative first. Then equate to zero.
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I got\[5/\sqrt{3}\] and -\[5/\sqrt{3}\]
Right.
I also graphed the equation but no matter how i put the answer in it keeps say its wrong
it wants and x and y value
there are two inflection points.
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the x-values are 5/sqrt(3) -5/sqrt(3) plug in both of them in the original function to get the y-values.
i got -343.22 for both answers. is that correct?
seems good.
plugged it in still says wrong. could it be a glich in the system?
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