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6 square root 5t^3× square root of 15t^5​

1 Answer

1 vote

Answer:


30t^4√(3)

Explanation:

To multiply square roots, multiply like terms - terms outside with other terms outside and terms inside with terms inside.


6√(5t^3) * √(15t^5) = 6√(5t^3 * 15t^5) = 6√(75t^8) = 6*5t^4√(3) = 30t^4√(3)

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