- #1
emptyboat
- 28
- 1
Hello...
I have a question about the solvable group.
I read a Fraleigh's 'A first course in abstract algebra', there is a question in sec56, exercise3.
It says "The Galois group of a finite extension of a finite field is solvable." is true...
I can't figure out why it's true.
I think this means "every finite polynomial of finite field F is solvable by radicals." (it's correct?)
Help...
I have a question about the solvable group.
I read a Fraleigh's 'A first course in abstract algebra', there is a question in sec56, exercise3.
It says "The Galois group of a finite extension of a finite field is solvable." is true...
I can't figure out why it's true.
I think this means "every finite polynomial of finite field F is solvable by radicals." (it's correct?)
Help...