Math  /  Algebra

QuestionIdentify the function that has a domain of x2x \leq-2 and a range of y3y \geq 3. a) y=x+2+3y=\sqrt{x+2}+3 b) y=(x+2)+3y=\sqrt{-(x+2)}+3 c) y=x23y=-\sqrt{x-2}-3 d) y=(x2)3y=-\sqrt{-(x-2)}-3

Studdy Solution
Option (b), y=(x+2)+3y = \sqrt{-(x+2)} + 3, is the **correct** answer!
It has the domain x2x \leq -2 and the range y3y \geq 3.

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