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Can all radicals be simplified? - Answers

Not all radicals can be simplified. A radical can be simplified if the number under the radical (the radicand) has a perfect square factor, allowing it to be expressed in a simpler form. However, if the radicand is a Prime number or does not have any perfect square factors other than 1, the radical is already in its simplest form. For example, √2 cannot be simplified further, while √8 can be simplified to 2√2.



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Can all radicals be simplified? - Answers

https://math.answers.com/math-and-arithmetic/Can_all_radicals_be_simplified

Not all radicals can be simplified. A radical can be simplified if the number under the radical (the radicand) has a perfect square factor, allowing it to be expressed in a simpler form. However, if the radicand is a Prime number or does not have any perfect square factors other than 1, the radical is already in its simplest form. For example, √2 cannot be simplified further, while √8 can be simplified to 2√2.



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https://math.answers.com/math-and-arithmetic/Can_all_radicals_be_simplified

Can all radicals be simplified? - Answers

Not all radicals can be simplified. A radical can be simplified if the number under the radical (the radicand) has a perfect square factor, allowing it to be expressed in a simpler form. However, if the radicand is a Prime number or does not have any perfect square factors other than 1, the radical is already in its simplest form. For example, √2 cannot be simplified further, while √8 can be simplified to 2√2.

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      Not all radicals can be simplified. A radical can be simplified if the number under the radical (the radicand) has a perfect square factor, allowing it to be expressed in a simpler form. However, if the radicand is a Prime number or does not have any perfect square factors other than 1, the radical is already in its simplest form. For example, √2 cannot be simplified further, while √8 can be simplified to 2√2.

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