To find the sum of the expressions \( 10\sqrt{2} + 20\sqrt{2} \), you can combine the like terms:
\[ 10\sqrt{2} + 20\sqrt{2} = (10 + 20)\sqrt{2} = 30\sqrt{2} \]
Thus, the sum is
\[ \boxed{30\sqrt{2}}. \]
10 square root of 2 end root plus 20 square root of 2 end root
3 answers
To find the sum of the expressions \( 10\sqrt{2} + 20\sqrt{2} \), you can combine the like terms:
\[ 10\sqrt{2} + 20\sqrt{2} = (10 + 20)\sqrt{2} = 30\sqrt{2} \]
Thus, the sum is
\[ \boxed{30\sqrt{2}}. \]
Sure! The sum of \(10\sqrt{2} + 20\sqrt{2}\) can be combined as follows:
10 square root of 2 plus 20 square root of 2 equals (10 + 20) square root of 2 equals 30 square root of 2.
So the final answer is 30 square root of 2.