Answer:
14. -5√30 +3√2
15. 18√5 -30√3
Explanation:
You can multiply radicals using ...
(√a)(√b) = √(ab)
And you can simplify radicals using ...
√(a²b) = a√b
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14. Using the distributive property, then simplifying the radicals, we have ...

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15. Similarly, ...
