4.1 Due February 3

Difficult)
How much of Appendix G are you planning on us reading and understanding??  the reading only mentioned 4.1 but the book uses a heavy understanding gained from Appendix G...??

Polynomials are awesome!  I wish that when someone tried to teach me polynomial division 5 years ago, that they had used this book.  It makes so much more sense explained in detail!
The ring P of polynomials with coefficients in a subring of P, R will be denoted as R[x]


Interesting or reflective)
Synthetic Long Division!!!  WAHOO!!!
The polynomial concept of x reminds me a lot of linear independence!
If R is a sing and S is a subring of R then IS R ISOMORPHIC TO S???????????
This question comes out of the first theorem of 4.1 where we are shown that R is a subring of P where P contains a copy of R isomorphic to R plus some element x not in R.

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