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need help with quadric equations please !
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\[-1 +/- \sqrt{-15}/ 2\]
what is the equation?
I just listed it above--I already filled in the numbers and broke it down the the best of my ability. it is simplifying radicals on the right side that I am stuck on...
the +/- part is where they are a fraction--one over the other. did not find a button to set it up that way. haha don't want to cause any confusion. the other slash line is the fraction line where 2 is the denom
\[(-1+i \sqrt{15})/2\] and \[(-1-i \sqrt{15})/2\]
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the answer was -1, -4
how did they get that?
The original problem was x^2+5x+4?
If so then the quadratic equation says: [-5+-√(5^2-4(1)(4))] / 2(1) (-5+-√(25-16))/2 (-5+-√(9)) / 2 (-5+-3)/2 which is x = -1, -4
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