- #1
hedlund
- 34
- 0
I haven't studied Galois theory, just seen some exercises on it. However I would like to know how one can solve this problem:
Show explicitly that [tex] \mathbb{Q}\left( \sqrt{2},\sqrt{3},\sqrt{5} \right) [/tex] is a simple extension over [tex] \mathbb{Q} [/tex]. I don't think I will understand the solution, but I just want to see a solution.
Show explicitly that [tex] \mathbb{Q}\left( \sqrt{2},\sqrt{3},\sqrt{5} \right) [/tex] is a simple extension over [tex] \mathbb{Q} [/tex]. I don't think I will understand the solution, but I just want to see a solution.