Express in simplest radical form. $$ 4 \sqrt{6}+10 \sqrt{6} $$ Answer Attempt 1 out of 2

Question

UpStudy AI · Accepted Answer

Let $$ 4\sqrt{6} $$ and $$ 10\sqrt{6} $$ be two like radical terms.

1. Write down the expression:
   $$
   4\sqrt{6} + 10\sqrt{6}
   $$

2. Since both terms have $$\sqrt{6}$$ as a common radical part, combine their coefficients:
   $$
   4 + 10 = 14
   $$

3. Multiply the sum of the coefficients by the common radical:
   $$
   14\sqrt{6}
   $$

Thus, the expression in simplest radical form is:
$$
14\sqrt{6}
$$
The expression simplifies to $$14\sqrt{6}$$.

Express in simplest radical form. \[ 4 \sqrt{6}+10 \sqrt{6} \] Answer Attempt 1 out of 2