Math 1314 Sections, Homework and Sample Tests

November 6, 2009 - Date to drop course with a W

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Date Section Suggested Homework (Do not turn the homework in)
8/26 1.1

pg 88, 9-27 odd

pp 89, 39 - 43 odd

Most of these problems should be a review from your previous classes but if you get stuck post a question to the discussion board.

8/28

1.2

pg 100, 29 - 33 odd

Mixture Notes (pdf file)

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1.3

We do not need a lot of information about complex numbers just the basic material on pages 103 and 104

Example 2 is more than we need

Example 3, pg 105 is good to review

We will not need the material pages 106-109 for this class.

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1.4

pg 119, 13 - 39 odd, 45 - 53 odd

Quadratic Equation Notes (pdf)

- 1.5

pg 127, 5 - 17 odd

Quadratic Equation Modeling Notes (pdf)

- 1.6

pg 142, 7 - 13 odd

pg 144, 35 - 43 odd

Solving Rational, Radical and Misc Equations Notes (pdf)

- 1.7

pg 155, 13 - 33 odd, 39 - 47 odd

pg 156, 69 - 73 odd

Inequalities Part 1 Notes (pdf file)

- 1.8

pg 163, 9 - 13 odd, 19, 27 - 37 odd

Inequalities Part 2 Notes (pdf file)

- 2.3

pg 213, 1 - 13 odd, 17 - 22 all, 41 - 61 odd

Functions (pdf file)

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2.5

pg 241, 5 - 25 odd, 31 - 39 odd, 47 - 53 odd

Lines (pdf file)

- 2.6

pg 256, 17 - 27 odd

Constant and Linear Functions (pdf file)

Piecewise Defined Functions (pdf file)

- 2.7

pg 271, 37 - 47 odd, 53, 55

Shifting the Graphs of Basic Shapes (pdf file)

- 2.8

pg 282, 1 - 13 odd, 23- 27 odd

pg 282, 33 - 38 odd, 41 - 59 odd

Making New Functions, Function Composition, Difference Quotient (pdf file)

- 3.1

 pg 312 - 313, 9, 11, 13 - 23 odd

Quadratric Functions (pdf file)

- 3.5

pg 373, 37 - 45 odd

Only find the vertical and horizontal asymptotes and do not worry about the oblique.

Rational Functions (pdf file)

- 4.1

 pg 411 - 412, 3 - 9 odd, 35, 37, 41 - 45 odd

pg 413, 55 and 57 just find the inverse ignore the graphing.

Inverse Functions (pdf file)

- 4.2

 pg 427, 13 - 19 odd, 25 - 29 odd, 49 - 59 odd, 71

Exponential Functions and Banking (pdf file)

- 4.3

 pg 442, 13 - 29 odd

pg 443, 59, 71, 73

Logarithmic Functions (pdf file)

- 4.4

 pg 453, 29 - 35 odd , 61 - 67 odd

Change of Base and pH (pdf file)

- 4.5

 pg 464, 5 - 15 odd, 29 - 41 odd

Exponential and Logarithmic Equations (pdf file)

- 5.1

 pg 504, 7 - 17 odd, 19 - 25 odd

Systems of Linear Equations (pdf file)

- 5.2

 pg 518, 15 - 21 odd, 25, 27

Matrix Method (pdf file)

- 5.5

 pg 550, 9, 13, 15

Nonlinear Systems (pdf file)