Learning mathematics is
like learning to swim, it requires active learning.
If you want to learn how to
swim, you must get into the water.
You cannot learn to swim by
watching others.
- Working with other students in small
groups is strongly recommended.
- In this course, one must actively
work many problems, and practice, practice, practice!
Click here to obtain information on the Math Assistance Center.
Click here to obtain the MATH M118
Mentoring Schedule.
Click here to obtain information about the Learning
Center and Mentoring opportunities.
Chapter Topics
CHAPTER
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TOPIC
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Chapter 1.1 |
Propositions and
Truth Tables |
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Chapter 1.2 |
Conditional
Statements and Arguments |
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Chapter 1.3 |
Chapter Review |
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Chapter 2.1 |
Sets and Subsets |
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Chapter 2.2 |
Set Operations |
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Chapter 2.3 |
Venn Diagrams |
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Chapter 2.4 |
Chapter Review |
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Chapter 3.1 |
Trees and Equally
Likely Outcomes |
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Chapter 3.2 |
Permutations |
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Chapter 3.3 |
Combinations |
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Chapter 3.4 |
Chapter Review |
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Chapter 4.1 |
Basic Concepts |
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Chapter 4.2 |
Conditional
Probability and Independence |
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Chapter 4.3 |
Bayes' Theorem |
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Chapter 4.4 |
Bernoulli Trials |
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Chapter 4.5 |
Chapter Review |
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Chapter 5.1 |
Central Tendency |
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Chapter 5.2 |
Expected Value and
Standard Deviation |
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Chapter 5.3 |
Normal Random
Variable |
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Chapter 5.4 |
Normal Approx to a
Binomial Random Variable |
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Chapter 5.5 |
Chapter Review |
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Chapter 6.1 |
System of Linear
Equations in Two Variables |
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Chapter 6.2 |
Matrices and
Systems of Linear Equations |
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Chapter 6.3 |
Matrix Notation,
Algebra, and Inverses |
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Chapter 6.5 |
Chapter Review |
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Chapter 9.1 |
Transition Matrices |
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Chapter 9.2 |
Regular Markov
Chains |
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