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2 is a zero of x^3-8x^2+25x-26 Find the remaining zeros. I used synthetic division to find x^2-6x+13, but I am unsure what to do from there
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well since 2 is zero then x-2 is a factor of it , right ? then use long division
That is what I did, but would the zeros be 6, -13?
wait lemme check
well x^3-8x^2+25x-26 = (x+2) ( x^2-6x+13 ) that sounds like complex solution :O
use the general formula for quadratic equation and set i instead of sqrt -1
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could u do that and solve ( x^2-6x+13 )?
a=1 b=-6 c=13
so my answers are, (other than 2), 1, -6, 13?
mmm the answer showld be complex roots
:O
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