- #1
Hannisch
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3rd roots in denominator
[tex]\frac{ \sqrt[3]{25} + \sqrt[3]{5x} + \sqrt[3]{x^2} }{ \sqrt[3]{x} - \sqrt[3]{5} }[/tex]
Rewrite the expression with no roots in the denominator and it being simplified as far as possible.
I'm.. stumped. Seriously. How on Earth do I get rid of them? I can't do the conjugate, I can't take the denominator to the power of three, I can't take it times (x3 + 53) and I'm out of ideas.Sorry about it being called Polynomial division, mishap on my behalf.
Homework Statement
[tex]\frac{ \sqrt[3]{25} + \sqrt[3]{5x} + \sqrt[3]{x^2} }{ \sqrt[3]{x} - \sqrt[3]{5} }[/tex]
Rewrite the expression with no roots in the denominator and it being simplified as far as possible.
Homework Equations
The Attempt at a Solution
I'm.. stumped. Seriously. How on Earth do I get rid of them? I can't do the conjugate, I can't take the denominator to the power of three, I can't take it times (x3 + 53) and I'm out of ideas.Sorry about it being called Polynomial division, mishap on my behalf.
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