Final answer:
The expression √√32 + √2 simplifies to 3√2.
Step-by-step explanation:
The expression √√32 + √2 can be simplified by applying the properties of square roots. The square root of a square root can be simplified as the square root of the product. So, √√32 can be simplfied as √(√32) = √(√(16*2)) = √(4√2) = 2√2. Thus, the expression becomes 2√2 + √2, which can be simplified as 3√2.
Learn more about Simplifying square roots