Chapter 6 Complex Numbers and Polynomials
Ex6A Solutions of real quadratics with
HMWK:
 Ctype  Atype  6A  1 – 4 last column  5ace 

Ex6B.13 Complex Numbers
HMWK:
 Ctype  Atype  6B.1  1 right box; 23 aceg; 4; 6; 7ac; 8ac  5  6B.2  12 first col; 3; 4
 5 – 6  6B.3  1aceg; 2ac  NA 

Ex6B.4 Complex Numbers
Ex6C Real Polynomials
HMWK:
 Ctype  Atype  6C.1  4hj (using synthetic multiplication)  NA  6C.2  1a; 2d; 3d (using both synthetic and regular division)  NA  6C.3  1ac; 2ad, 3  NA 

Ex6D.12 Zeros, Roots and factors
HMWK:
 Ctype  Atype  6D.1  13 middle col; 4; 5 – 6 c only 
 6D.2  1b; 2a; 4; 5a  6a; 7a 

Ex6E.12 The Remainder Theorem and The Factor Theorem
HMWK:
 Ctype  Atype  6E.1  1 – 2; 4; 6  NA  6E.2  1b; 2; 3a; 4a  5 

Ex6E.34 General Polynomials and 7F Theorems for Real Polynomials
HMWK:
 Ctype  Atype  6E.3  1 – 5  Solve: The polynomial (n^2)[x^(2n+3)]  25n[x^(n+1)]+150x^7 has (x^21) as a factor for what values of n (if any)?  6E.4  1 first col; 2 –4  6 

Ex6F.13 Graphing Polynomials
HMWK:
 Ctype  Atype  6F.1  1; 2ace; 3ac; 4  5b  6F.2  1ace; 2  3a 
Next Day: HMWK
 Ctype  Atype  6F.3  1 – 3 first col  5, 7 
