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Solve: x^2 -6x + 58 = 0 A.) {3+7i, 3-7i} B.) {2+9i, 2-9i} C.) {7+3i, 7-3i} D.) {2+19i, 2-19i}
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\(x^2-6x+58=0\iff(x-3)^2=-58+(-3)^2=-58+9=-49\) so \((x-3)^2=-49\) can you complete it>
?
you can see the answer from there if you know what \(\sqrt{-49}=\)
7i?
right, so which one do you think it is?
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A
correct
I completed the square, google it if you dont know it. Its not that hard and helps when there is no coefficient on the 1st term.
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