I am looking for books, notes, video lectures and other resources that cover the following topics in Field Theory and Galois Theory (taken from Basic Algebra: Groups, Rings and Fields by P. M. Cohn.):
Field Theory
7.1 Fields and their Extensions
7.2 Splitting Fields
7.3 The Algebraic Closure of a Field
7.4 Separability
7.5 Automorphisms of Field Extensions
7.6 The Fundamental Theorem of Galois Theory
7.7 Roots of Unity
7.8 Finite Fields
7.9 Primitive Elements; Norm and Trace
7.10 Galois Theory of Equations
7.11 The Solution of Equations by Radicals
Cohn itself is a bit too dense for me, so I'm looking for something more introductory with proofs of even the "obvious" results that are skipped there and more solved examples.