Perform the indicated operation. Be sure to rationalize the denominator, when necessary. Make sure to simplify as much as possible and give the exact answer (this means NO decimals since decimals is rounding!). (1 point) 3√5-7/11

Answer 1

To perform the operation on the expression \(\frac{3\sqrt{5} - 7}{11}\) and ensure the denominator is rationalized (if necessary), we can start by simply rewriting it since the denominator, in this case, is already rational.

Thus, the expression is already in a simplified form:

\[ \frac{3\sqrt{5} - 7}{11} \]

Since there's no further operation to perform and the denominator does not involve a square root or any irrational number, there's no need for further rationalization.

The final answer is:

\[ \frac{3\sqrt{5} - 7}{11} \]

This expression is in its exact form and cannot be simplified further.