Answer
$-2\sqrt{5}$
Work Step by Step
In order to simplify a radical, we consider the factors of the number inside of the radical. If any of these factors are perfect squares, meaning that their square root is a whole number, then we can simplify the radical. We know that 9 and 5 are factors of 45. We know that 9 is a perfect square, so we simplify:
$-2/3 \sqrt{9} \sqrt{5}=-2\sqrt{5}$
