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can someone check my work? -3x^2 -4x-4=0 (quadratic formula) x=-(-4) sqr -4 - 4(-3)(-4)/2(-3) x=-(-4) sqr 16-48/-6 x=4 sqr 32/-6 x=4 sqr4sqr root of 2/-6 x= 2 sqr 2sqr root of 2/3
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first, the equation turns out to be a complex root
\[x = 2/3 (-1-i \sqrt(2))\]
\[x = 2/3 (-1+i \sqrt(2))\]
ok so the 2i\[\sqrt{2}\] is going to be positive?
yh, that's a complex number with a complex solution
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