Ch 12: ACT Math: Pre-Algebra

About This Chapter

Prepare for the college-entry ACT test by reviewing pre-algebra. The videos and quizzes are easy to use and informative, making it simple to prepare for the test.

ACT Math: Pre-Algebra - Chapter Summary

Revisit these important pre-algebra skills that give students strong foundations for higher math concepts. In addition to including pre-algebra questions, the ACT also has questions that require you to draw on your understanding of pre-algebra to answer more advanced questions. These lessons cover the pre-algebra topics necessary for success on the ACT math portion of the test, including:

  • Basic Operations with Whole Numbers
  • Different Types of Numbers
  • Decimals and Scientific Notation
  • Working with Fractions
  • Greatest Common Factor
  • Prime Factorization of a Number
  • Least Common Multiple
  • Ratios and Proportions
  • Working with Percents
  • Mean, Median, Mode and Range
  • Bar Graphs and Pie Charts
  • Working with Radicals

This chapter includes arithmetic review of the basic concepts listed above that will help you demonstrate proficiency on the ACT math test. Short, user-friendly videos present the topics, and quizzes follow for immediate feedback.

ACT Math Objectives

You can demonstrate readiness for college-level coursework through successful completion of the ACT test. The math portion is a 60-minute, 60-question test, with multiple-choice questions to assess your reasoning skills in solving practical math problems. Most of the questions are individual, but some are parts of sets that refer to a common chart or graph. The math test covers six content areas:

  • Pre-Algebra
  • Elementary Algebra
  • Intermediate Algebra
  • Coordinate Geometry
  • Plane Geometry
  • Trigonometry

The pre-algebra section of the test contains 23% of the problems. Scores for the ACT math test are composed of three sub scores: pre-algebra/elementary algebra, intermediate algebra/coordinate geometry and plane geometry/trigonometry. In addition, you'll receive an overall score for all 60 questions on the test.

15 Lessons in Chapter 12: ACT Math: Pre-Algebra
Test your knowledge with a 30-question chapter practice test
Translating Words Into Math Symbols

1. Translating Words Into Math Symbols

Math is its own language, which can make solving problems difficult. This lesson will help you translate words into math symbols, so you can easily solve word problems.

Scientific Notation: Definition and Examples

2. Scientific Notation: Definition and Examples

Scientific notation is a special way of writing numbers so they are easier to work with. This lesson will define scientific notations and show some examples of how to convert numbers from standard notation to scientific notation and back.

Scientific Notation: Practice Problems

3. Scientific Notation: Practice Problems

Scientific notation has a lot of exponents, but it's really not that bad - and it's really convenient for working with awkwardly big or small numbers! Get some practice here.

How to Find the Greatest Common Factor

4. How to Find the Greatest Common Factor

If the factors of a number are the different numbers that you can multiply together to get that original number, then the greatest common factor of two numbers is just the biggest one that both have in common. See some examples of what I'm talking about here!

How to Find the Prime Factorization of a Number

5. How to Find the Prime Factorization of a Number

The prime factorization of a number involves breaking that number down to its smallest parts. This lesson will show you two different ways to discover the prime factorization of any number.

How to Find the Least Common Multiple

6. How to Find the Least Common Multiple

The least common multiple of two numbers is the smallest number that can be divided evenly by your two original numbers. See some examples of what I'm talking about here!

How to Solve Problems with Money

7. How to Solve Problems with Money

Money matters, and knowing how much things cost will be useful no matter where you go. In this lesson, we'll learn the steps for solving word problems involving money.

Standard Units of Measurement for Length, Weight, Time & Capacity

8. Standard Units of Measurement for Length, Weight, Time & Capacity

Watch this video lesson to learn how to recognize the various units of measurement for length, weight, time and volume. Learn to recognize both U.S. units and metric units.

How to Convert Standard Units of Measure

9. How to Convert Standard Units of Measure

The United States uses pounds, miles and Fahrenheit for measurements, but the rest of the world uses the metric system. This video lesson will help you to convert from one to the other easily, so you can understand kilometers and kilograms, too.

How to Solve Problems with Measurement

10. How to Solve Problems with Measurement

In this lesson, we will use basic mathematical operations to solve problems involving perimeter, area, and volume. You will also learn a method for scaling to compare models to real structures or objects.

What is a Percent? - Definition & Examples

11. What is a Percent? - Definition & Examples

Thinking in terms of pizza is an excellent way to think about percentages. Learn how it can help you understand percentages in this video lesson. You will also learn about the uses of percentages in the real world.

Calculate Percentages: Formula & Overview

12. Calculate Percentages: Formula & Overview

Learn how understanding and being able to calculate percentages can help you when shopping and when reading test scores. Also learn how to easily convert a decimal into a percentage and vice versa.

Percentage Increase and Decrease: Calculation and Examples

13. Percentage Increase and Decrease: Calculation and Examples

After watching this video lesson, you will be able to calculate the percentage increase and decrease of changes that happen over time. You will also learn what you need in order to make your calculations.

Calculations with Ratios and Proportions

14. Calculations with Ratios and Proportions

Even if only 99 out of 100 people need to know how to work with ratios, the odds that they'll be useful to you are very high. In this lesson, we'll practice performing calculations with ratios and proportions.

Solving Mathematical Problems Using Estimation

15. Solving Mathematical Problems Using Estimation

Estimating is a method of calculating a result that is close to, but not exactly, the correct answer to a math problem. Why would you ever need to do this? This lesson reviews estimating and answers the question as to why you would do it.

Chapter Practice Exam
Test your knowledge of this chapter with a 30 question practice chapter exam.
Not Taken
Practice Final Exam
Test your knowledge of the entire course with a 50 question practice final exam.
Not Taken

Earning College Credit

Did you know… We have over 160 college courses that prepare you to earn credit by exam that is accepted by over 1,500 colleges and universities. You can test out of the first two years of college and save thousands off your degree. Anyone can earn credit-by-exam regardless of age or education level.

To learn more, visit our Earning Credit Page

Transferring credit to the school of your choice

Not sure what college you want to attend yet? Study.com has thousands of articles about every imaginable degree, area of study and career path that can help you find the school that's right for you.

Support