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please helllp! how to find a quadratic function given the maximum value of 6 when x=-2 and one zero is 1?
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you can start by writing it in vertex form as \[f(x)=a(x+2)^2+6\]
then solve for \(a\) by setting \(f(1)=0\)
Why do I set it to zero?
Or how do I know to set it to zero?
`one zero is 1` means that f(1) = 0 `one zero is 1` is another way of saying `x = 1 is a root of f(x)` or `x = 1 is an x intercept of f(x)`
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\[f(1)=0\\ f(1)=a(1+2)^2+6=0\]
i.e. \[9a+6=0\] solve that one
-2/3
whoaa wait hold the phone is there a typo in this question?
" find a quadratic function given the minimum value of 6 when x=-2 and one zero is 1?"
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maximum...
or does it say maybe "MAXIMUM"?
whew
and yes \[a=-\frac{2}{3}\]
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