√(2) * ∛(5)
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1) One is square root and the other is cube root; LCM of both is 6.
2) So, √(2) = 2^(1/2) = 2^(3/6) = 6th root of 8
Similarly ∛(5) = 5^(1/3) = 5^(2/6) = 6th root 0f 25
3) Thus taking the product of both = 6th root of 200 = 200^(1/6)
2) So, √(2) = 2^(1/2) = 2^(3/6) = 6th root of 8
Similarly ∛(5) = 5^(1/3) = 5^(2/6) = 6th root 0f 25
3) Thus taking the product of both = 6th root of 200 = 200^(1/6)
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2 = ∛8
5 = √25
∛5 = ∛(√25) = 25^(1/6)
√2 = √(∛8) = 8^(1/6)
(√2)((∛8) = 200^(1/6) [sixth root of (25*8)]
5 = √25
∛5 = ∛(√25) = 25^(1/6)
√2 = √(∛8) = 8^(1/6)
(√2)((∛8) = 200^(1/6) [sixth root of (25*8)]
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Is that square root of 2 times the square root of 5? (on phone so one character is missing) if so answer is square root of 10.
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I would love to know how you typed ∛ ? I know how to do √ but not ∛. Also if you know how to raise the exponents.
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(200)^(1/6)