What are the zeros of the function? Graph the function.
If a function has a zero at x=c, then f(c)=0 The answers are trying to confuse you, but don't be fooled!
You have \[(x-3)(x+3)(x-4)=0\]your zeros will be the solutions of\[x-3=0\]\[x+3=0\]\[x-4=0\]
I do believe I'd pick C.
Hmm, are you sure about that? Compare the graph with the list of zeros...
Remember, the zeros are the x coordinates of the places where the function touches or crosses the x-axis...
Switching to D
Come on, don't guess, you can get it right the first time from what I've told you!
D is a particularly bad guess, as it contains a 2 and your equation has no factors involving either -2 or +2
I think I understand it now, thanks.
Do you see why C was not correct?
Yes
You always subtract the zeros when forming the factors, so a zero of 2 turns into a factor of (x-2). Zeros on the right side of the origin have negative numbers as factors.
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