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would 5sqrtx^25 be x^5?
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Yes, \[\large \sqrt[5]{x^{25}}=x^5\]
This is because \[\large \sqrt[5]{x^{25}}=(x^{25})^{\frac{1}{5}}=x^{\frac{25}{5}}=x^5\]
thank you! I just may be finally getting it! :)
that's great
even without using rational exponents you can say "5 goes in to 25 5 times"
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yes that's how I came up with it
I dont think so. coz 5sqrt(x^25) = 5(x^(25/2)) and there is not a clear way (for me) to simplify it
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