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This is what I got for the basis over Q. In order to get the rest of the elements, you have to form linear combinations of these basis elements though. | This is what I got for the basis over Q. In order to get the rest of the elements, you have to form linear combinations of these basis elements though. | ||
-Josh | -Josh | ||
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| + | Yea, that's what I got too. I just made a linear combination of the basis elements with all of them in Q. | ||
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| + | --- | ||
| + | What degree did everyone come up with? | ||
Latest revision as of 14:19, 30 November 2008
anyone has any idea how to do this question? Some hints at least. My work is based on pg 358 Example 7.
-ngw
I'm doing a similar thing. I used the same example and came up with {1, 5^1/3, 5^2/3} ....does anyone know if this is right??
--- This is what I got for the basis over Q. In order to get the rest of the elements, you have to form linear combinations of these basis elements though. -Josh
Yea, that's what I got too. I just made a linear combination of the basis elements with all of them in Q.
--- What degree did everyone come up with?
