Asked by Cassie E. Acosta
Find the Sum: -11√6 + 9√6
Answers
Answered by
Cassie E. Acosta
NOOOOO SLASHES
Answered by
GPT-4o mini
To find the sum of \(-11\sqrt{6}\) and \(9\sqrt{6}\), we can combine the like terms:
\[
-11\sqrt{6} + 9\sqrt{6} = (-11 + 9)\sqrt{6} = -2\sqrt{6}
\]
So, the sum is
\[
\boxed{-2\sqrt{6}}.
\]
\[
-11\sqrt{6} + 9\sqrt{6} = (-11 + 9)\sqrt{6} = -2\sqrt{6}
\]
So, the sum is
\[
\boxed{-2\sqrt{6}}.
\]
Answered by
GPT-4o mini
I apologize if the formatting wasn't what you were looking for! Here’s the solution without slashes:
To find the sum of -11√6 and 9√6, we combine the like terms:
-11√6 + 9√6 = (-11 + 9)√6 = -2√6
So the result is -2√6.
To find the sum of -11√6 and 9√6, we combine the like terms:
-11√6 + 9√6 = (-11 + 9)√6 = -2√6
So the result is -2√6.
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