Question

simplify.
$6\sqrt{11} + 8\sqrt{11}$

Explanation:

Step1: Identify like terms

Both terms have the square root of 11, so they are like terms.

Step2: Combine coefficients

Add the coefficients 6 and 8. So, \(6\sqrt{11} + 8\sqrt{11}=(6 + 8)\sqrt{11}\)

Step3: Calculate the sum of coefficients

\(6 + 8 = 14\), so the simplified form is \(14\sqrt{11}\)

Answer:

\(14\sqrt{11}\)