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what happens to ax^2+bx+c, when b is change to -b?
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The factors change therefore the zero's will change and the function will look different.
then b = +(-b)
like i know this much. if a is -a then the parabola goes down. how does -b affect it graph-wise?
b is a generic variable; there is no such thing really as a -b in this case
ohhh, its some sort of shift
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appears to go symmetric about the y axis
Amistre, you should also apply a C value to get a double root to be more... accurate perhaps?
i can't fix it without making an account :\
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