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What is the solution of the system of inequalities? y≥x2 +2x+2 y<−x2 −4x−2
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u have \[ \large y\geq x^2+2x+2 \] \[ \large y<-x^2-4x-2 \] complete the squares to be able to sketch the parabolas.
How do you complete the square?
\[ \large y-2+1\geq x^2+2x+1 \] \[ \large y-1\geq(x+1)^2 \] forget for a moment u r dealing with an inequality and graph \[ \large y-1=(x+1)^2 \] do the same with the other one.
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