Solution Manual for Chapters 13 and 14, Dummit & Foote I bought the third edition of "Abstract Algebra" by Dummit and Foote. In my opinion this is the best "algebra book" that has been written.
I found several solution manual but none has solutions for Chapters 13 and 14 (Field extensions and Galois theory respectively)
Is there a solution manual for these chapters?

There's a mistake in the solution to problem 17. The problem asks to prove that the degree n of an irreducible polynomial f(x) divides the degree of an irreducible factor of the composite f(g(x)), but the proof purports to show the opposite, that m divides n. The problem is that \alpha  and \g(\alpha) have gotten switched around in the final line. Otherwise, everything is okay
