Rationalizing the denominator with radicals

Asked Feb 23 '14 at 00:06

Active Feb 23 '14 at 00:20

Viewed 172 times

I'd be thankful if someone could explain to me how to get the result with minus sign in front in this "rationalize the denominator" task: $\dfrac{\sqrt[3]2-\sqrt[3]3}{\sqrt[3]4-\sqrt[3]6+\sqrt[3]9}$ Wolfram Alpha.

I get the solution with the numerator numbers switched (therefore the minus sign)...

Ehm, as soon as I posted this question, I realized that I'm actually right, I solved it correct, I thought I didn't get the minus. I guess it's late, just delete this...

edited Feb 23 '14 at 00:20

asked Feb 23 '14 at 00:06

Anon

Have you tried anything yet? – homegrown Feb 23 '14 at 00:19
2

if you want to delete you should select the delete link underneath the post. This will work unless you get upvotes / answers. – TooTone Feb 23 '14 at 00:26

Rationalizing the denominator with radicals

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