What is the greatest integer value of b such that -4 is not in the range of y=x^2+bx+12?
What is the greatest integer value of $b$ such that $-4$ is not in the range of $y=x^2+bx+12$?
What is the greatest integer value of \(b\) such that \(-4\) is not in the range of \(y=x^2+bx+12\)?
