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y=-x-2 , y=-2x^2+x-3 solve algebraically please help!!!
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solve \[-x-2 =-2x^2+x-3 \]
i got -2x^2+2x-1=0 but i dont know where to from there
write is all on one side of the equal sign as \[2x^2-2x+1=0\]
or what you had, but it is usually easiest to work with a positive leading coefficient they are the same equation though so it doesn't really matter if you are luck it factors if not, you have to use the quadratic formula
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i dont think it can factor so i would i use quadratic formula?
actually there are no real number solutions to this equation
when you attempt the quadratic formula \(b^2-4ac=4-8=-4\) so the solutions are complex numbers
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