## Algebra 1

$3 \sqrt 6$
$\sqrt 6 + \sqrt 24$ $\sqrt 24$ can be written as 4 x 6 because they are the factors of 24 $\sqrt 6 + \sqrt (4 \times 6)$ We see that it has the common factor of $\sqrt 6$ so we factor it out. $\sqrt 6 ( 1 + \sqrt 4 )$ *** Square root of 4 is 2 because 2 x 2 =4 $\sqrt 6 ( 1 + 2)$ $\sqrt 6 (3)$ $3 \sqrt 6$