Question

1) Some of the radicals below are like terms, while others are not: V2 -3V2 2V3 5V2 2V5 V32

3a) List the Like Terms here

3b) Combine those like terms to write one single simplified radical

The V is root

Answer 1

Answer:

Step-by-step explanation:

To identify like terms among the given radicals and then combine them, we can follow these steps:  3a) **List of Like Terms**: Among the given radicals: - √2 - 3√2 - 2√3 - 5√2 - 2√5 - √32 = √(2^5) = 4√2  The like terms are: - √2 - 3√2 - 5√2  3b) **Combine Like Terms**: Add the coefficients of the like terms to simplify the expression: √2 + 3√2 + 5√2 = (1 + 3 + 5)√2 = 9√2  Therefore, the simplified radical expression after combining the like terms is 9√2.