Math for Non-Math Majors

Unit 1 – Sets

Unit 2 – Logic

Unit 3 – Number Systems and Theory

Unit 4 – Number Systems and Calculations

Unit 5 – Algebra

Unit 6 – Money Management

Unit 7 – Probability

Unit 8 – Statistics

Unit 9 – Metric System Basics

Unit 10 – Geometry

Unit 11 – Voting and Apportionment in Mathematics

Unit 12 – Graph Theory

Unit 13 – Math and...

## What do you learn in Contemporary Mathematics for Non-Math Majors

You'll explore practical math applications in everyday life. Topics usually include logic, probability, statistics, financial math, and geometry. You'll learn how to analyze data, make informed decisions, and solve real-world problems using math concepts. The course focuses on developing critical thinking skills and mathematical reasoning without heavy algebra or calculus.

## Is Contemporary Mathematics for Non-Math Majors hard?

It's designed to be accessible for non-math majors, so it's not as brutal as calculus or advanced algebra. The concepts are more practical and relatable to real life, which makes them easier to grasp. That said, it still requires effort and engagement. Some students find the logic and problem-solving aspects challenging, but overall, it's manageable if you put in the work.

## Tips for taking Contemporary Mathematics for Non-Math Majors in college

1. Use [Fiveable Study Guides](https://fiveable.me/cram-mode) to help you cram 🌶️
2. Practice, practice, practice - especially with probability and statistics problems
3. Form study groups to tackle complex logic puzzles together
4. Use real-life examples to understand financial math concepts (like budgeting or loans)
5. Watch "Moneyball" to see how statistics are applied in sports
6. Read "Innumeracy" by John Allen Paulos for a fun take on mathematical thinking
7. Don't miss class - each topic usually builds on the previous one
8. Use online resources like Khan Academy for extra explanations

## Common pre-requisites for Contemporary Mathematics for Non-Math Majors

1. College Algebra: This course covers fundamental algebraic concepts and functions. It's a foundation for many math and science courses.

2. Intro to Statistics: This class introduces basic statistical methods and probability theory. It's useful for understanding data analysis and interpretation.

## Classes similar to Contemporary Mathematics for Non-Math Majors

1. Math for Liberal Arts: This course explores various mathematical topics and their applications in art, music, and nature. It's designed to show the beauty and relevance of math in non-technical fields.

2. Quantitative Reasoning: This class focuses on developing logical thinking and problem-solving skills using math. It often includes topics like personal finance, data interpretation, and basic geometry.

3. Finite Mathematics: This course covers mathematical concepts used in business and social sciences. It typically includes linear equations, matrices, linear programming, and probability theory.

## Majors related to Contemporary Mathematics for Non-Math Majors

1. Business Administration: Focuses on the principles of managing organizations, including finance, marketing, and operations. Students learn to make data-driven decisions and analyze market trends.

2. Liberal Arts: Provides a broad education across various disciplines, including literature, history, and social sciences. Students develop critical thinking and communication skills applicable to many career paths.

3. Education: Prepares students to become teachers at various levels. Includes courses on learning theories, curriculum development, and classroom management techniques.

## What can you do with a degree in Contemporary Mathematics for Non-Math Majors?

1. Data Analyst: Collects, processes, and performs statistical analyses of data. They help organizations make informed decisions by interpreting complex data sets and creating visual representations of findings.

2. Financial Advisor: Assists clients in managing their finances, including investments, insurance, and retirement planning. They use mathematical concepts to analyze financial markets and create personalized financial strategies.

3. Market Research Analyst: Studies market conditions to examine potential sales of products or services. They help companies understand what products people want, who will buy them, and at what price.

## Contemporary Mathematics for Non-Math Majors FAQs

1. Can this course help me in my daily life? Absolutely! You'll learn practical math skills for budgeting, understanding statistics in the news, and making informed decisions.

2. Do we use calculators in this class? Usually, yes. The focus is more on understanding concepts and applying them rather than doing complex calculations by hand.

3. Is there a lot of homework? It varies, but expect regular problem sets to practice the concepts. Most professors assign weekly homework to reinforce what you've learned in class.

General Math

1.1 Basic Set Concepts

1.2 Subsets

1.3 Understanding Venn Diagrams

1.4 Set Operations with Two Sets

1.5 Set Operations with Three Sets

2.1 Statements and Quantifiers

2.2 Compound Statements

2.3 Constructing Truth Tables

2.4 Truth Tables for the Conditional and Biconditional

2.5 Equivalent Statements

2.6 De Morgan’s Laws

2.7 Logical Arguments

3.1 Prime and Composite Numbers

3.2 The Integers

3.3 Order of Operations

3.4 Rational Numbers

3.5 Irrational Numbers

3.6 Real Numbers

3.7 Clock Arithmetic

3.8 Exponents

3.9 Scientific Notation

3.10 Arithmetic Sequences

3.11 Geometric Sequences

4.1 Hindu-Arabic Positional System

4.2 Early Numeration Systems

4.3 Converting with Base Systems

4.4 Addition and Subtraction in Base Systems

4.5 Multiplication and Division in Base Systems

5.1 Algebraic Expressions

5.2 Linear Equations in One Variable with Applications

5.3 Linear Inequalities in One Variable with Applications

5.4 Ratios and Proportions

5.5 Graphing Linear Equations and Inequalities

5.6 Quadratic Equations with Two Variables with Applications

5.7 Functions

5.8 Graphing Functions

5.9 Systems of Linear Equations in Two Variables

5.10 Systems of Linear Inequalities in Two Variables

5.11 Linear Programming

6.1 Understanding Percent

6.2 Discounts, Markups, and Sales Tax

6.3 Simple Interest

6.4 Compound Interest

6.5 Making a Personal Budget

6.6 Methods of Savings

6.7 Investments

6.8 The Basics of Loans

6.9 Understanding Student Loans

6.10 Credit Cards

6.11 Buying or Leasing a Car

6.12 Renting and Homeownership

6.13 Income Tax

7.1 The Multiplication Rule for Counting

7.2 Permutations

7.3 Combinations

7.4 Tree Diagrams, Tables, and Outcomes

7.5 Basic Concepts of Probability

7.6 Probability with Permutations and Combinations

7.7 What Are the Odds?

7.8 The Addition Rule for Probability

7.9 Conditional Probability and the Multiplication Rule

7.10 The Binomial Distribution

7.11 Expected Value

8.1 Gathering and Organizing Data

8.2 Visualizing Data

8.3 Mean, Median and Mode

8.4 Range and Standard Deviation

8.5 Percentiles

8.6 The Normal Distribution

8.7 Applications of the Normal Distribution

8.8 Scatter Plots, Correlation, and Regression Lines

9.1 The Metric System

9.2 Measuring Area

9.3 Measuring Volume

9.4 Measuring Weight

9.5 Measuring Temperature

10.1 Points, Lines, and Planes

10.2 Angles

10.3 Triangles

10.4 Polygons, Perimeter, and Circumference

10.5 Tessellations

10.6 Area

10.7 Volume and Surface Area

10.8 Right Triangle Trigonometry

11.1 Voting Methods

11.2 Fairness in Voting Methods

11.3 Standard Divisors, Standard Quotas, and the Apportionment Problem

11.4 Apportionment Methods

11.5 Fairness in Apportionment Methods

12.1 Graph Basics

12.2 Graph Structures

12.3 Comparing Graphs

12.4 Navigating Graphs

12.5 Euler Circuits

12.6 Euler Trails

12.7 Hamilton Cycles

12.8 Hamilton Paths

12.9 Traveling Salesperson Problem

12.10 Trees

13.1 Math and Art

13.2 Math and the Environment

13.3 Math and Medicine

13.4 Math and Music

13.5 Math and Sports

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