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Question
what is the following product?
\\(\sqrt{10} \cdot \sqrt{10}\\)
- 10
- \\(10\sqrt{10}\\)
- 100
- \\(2\sqrt{10}\\)
Apply the product property of radicals
$$
\sqrt{10} \cdot \sqrt{10} = \sqrt{10 \cdot 10}
$$
Simplify the radical expression
$$
\sqrt{100} = 10
$$
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- (A) 10 (Correct answer)
- (B) 10\(\sqrt{10}\)
- (C) 100
- (D) 2\(\sqrt{10}\)