Student solutions manual for Johnson and Mowry's mathematics : a practical odyssey / Dean J. Christianson, Elaine M. Werner

1. Logic
1.1 Deductive versus inductive reasoning
1.2 Symbolic logic
1.3 Truth tables
etc...

2. Sets and counting
2.1 Sets and set operations
2.2 Applications of Venn diagrams
2.3 Introduction to combinatorics
etc...

3. Probability
3.1 History of probability
3.2 Basic terms of probability
3.3 Basic rules of probability
etc...

4. Statistics
4.1 Population, sample and data
4.2 Measures of central tendency
4.3 Measures of dispersion
etc...

5. Finance
5.1 Simple interest
5.2 Compound interest
5.3 Annuities
etc...

6. Geometry
6.1 Perimeter and Area
6.2 Volume and surface
6.3 Egyptian geometry
etc...

7. Matrices and Markov chains
7.0 Review of matrices
7.1 Markov chains
7.2 Systems of linear equations
7.3 Long-range predictions with markov chains
etc...

8. Linear programming
8.0 Review of matrices
8.1 The geometry of linear programming
8.2 Introduction to the simplex method
8.3 The simplex method: complete problems
etc...

9. Exponential and logarithmic functions
9.0 A. Review of linear inequalities
9.0 B. Review of properties of logarithms
9.1 Exponential growth
9.2 Exponential decay
9.3 Logarithmic sales
etc...

10. Calculus
10.0 Review of ratios parabolas, and functions
10.1 The antecedents of calculus
10.2 Four problems
10.3 Newton and Tangent lines
etc...