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In $3-41$ , express each product in simplest form. Variables in the radicand with an even index are non-negative.$$\sqrt{2} \cdot \sqrt{8}$$

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Chapter 3

REAL NUMBERS AND RADICALS

Section 5

Multiplying Radicals

Whole which of Numbers

Fractions and Mixed Numbers

Decimals

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for this problem we're trying to solve for the square root of two times the square root of eight, and I'm problems like these. We need to keep in mind that the square root of any number, for example, a times the square root of another number, for example, B is always equal to the square root of their product or the square root of a times B. So the squared of two times the square to eight is equal to then. The square root of two times eight two times eight is 16 so this expression is equal to the square root of 16 squared of 16 could be simplified to equal for. Therefore, the answer. This question is for

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