11 is the square root of 121, so....
11x^12
If the x^12 portion is under the radical also, then
11x^6
since x^6 is the square root of x^12
2007-01-26 07:44:45
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answer #1
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answered by MamaMia © 7
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Did you mean sqrt(121 * x^12)? (everthing under the square root symbol)
If so, note that sqrt(b) = b^(1/2), by definition, and use several properties of exponents (more information about them in the sources below):
(121 * x^12)^(1/2) =
(121)^(1/2) * (x^12)^(1/2) =
(11^2)^(1/2) * x^(12*1/2) =
11^(2*1/2) * x^6 =
11 * x^6
2007-01-26 16:03:08
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answer #2
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answered by jcastro 6
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I guess x^12 is under the square root right? So you get 11 x^6, and don't listen to those silly boys who are trying to confuse you.
2007-01-26 15:47:40
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answer #3
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answered by gianlino 7
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No, it can't be done. If a mathmetician tells you it has been solved, they're obviously cheating with made-up notions of "square roots" and such.
2007-01-26 15:45:40
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answer #4
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answered by lenoxus 3
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11x^6
2007-01-26 15:46:36
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answer #5
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answered by Anonymous
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