I. Misc. Equations (p.312): Exercises #8,10,14,16

II. Equations with Fractional Exponents :

1.

2. Examples (p.312): Exercises #28,32

III. Quadratic Form (p.307):

1.

which is of the form,

(a quadratic eqn, w/ u = x^{n}); i.e., solve for u , then x

2. Examples (p.312): Exercises #36,40

HW: p.312 / Exercises #5-33(every other odd),35,43,

45,47

I. Symmetry (p.316):

If for every value of x in the Domain ...

1. ( x, y) and (-x,y) symmetry w.r.t. y-axis

e.g., y = x^{2} (see graph / p.317)

2. ( x, y) and (-x,-y) ] symmetry w.r.t. origin

e.g., y = x^{3} (see graph / p.317)

3. Examples (p.325): Exercises #2,4,10,12

II. Leading Coefficient Test (pp.319-321)

III. Graphing Polynomial Functions:

1. p.326 / Exercises #46-52 (even)

2. p.326 / Exercises #58

HW: pp.325-326 / Exercises #1-13(odd),45-51(odd),

55,57,59

Read section 3.6 (pp.330-340*)

*omit oblique asymptotes