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Khan Academy on a Stick

  • Negative numbers introduction

    Mysterious negative numbers! What ARE they? They are numbers less than zero. If you understand the nature of below zero temperatures, you can understand negative numbers. We'll help.

  • Negative numbers and number line examples

    Given a few negative numbers on a number line, let's see if we can determine what negative numbers are elsewhere on the number line.

  • Ordering negative numbers

    Is -40 bigger than -10? When ordering negative numbers from least to greatest, careful that you don't get hung up on the "amount" of the number. Think about what that negative sign really means!

Negative number basics

What is a "negative number"? What happens when I add or subtract one of these? If you come to this tutorial armed with the basics of adding and subtracting numbers, you'll learn about what happens in the world below zero! You will learn what negative numbers are and how we can add and subtract them.

Adding and subtracting negative numbers

You understand that negative numbers represent how far we are "below zero". Now you are ready to add and subtract them! In this tutorial, we will explain, give examples, and give practice adding and subtracting negative numbers. This is a super-important concept for the rest of your mathematical career so, no pressure, learn it as well as you can!

Multiplying and dividing negative numbers

It is starting to dawn on you that negative numbers are incredibly awesome. So awesome that you are feeling embarrassed to think how excited you are about them! Well, the journey is just beginning. In this tutorial we will think about multiplying and dividing numbers throughout the number line!

  • Absolute value and number lines

    One easy way to think of absolute value is the distance it is from zero. To do that, a number line comes in handy. Watch and learn.

  • Absolute value smallest to biggest

    Not only will we identify several absolute values in this example, but we will order them from smallest to largest. Content provided by The NROC Project - ©Monterey Institute for Technology and Education

  • Absolute value of integers

    Let's mix a little algebra into our discussion of absolute value. What if we are looking for the |x|? If we know what x equals, we can do it. Follow along.

  • Comparing absolute values

    When we compare numbers we use the concepts of greater than (>), less than (<), and equal to (=). The same is true of absolute values.

  • Absolute value word problems

    Here are a few word problems that ask us to apply our new absolute value knowledge. As with all word problems, read them a couple of times before jumping to an answer.

  • Constructing and interpreting absolute value

    Watch as we apply our understanding of absolute value and adding/subtracting negative numbers to solve some word problems.

Absolute value

You'll find absolute value absolutely straightforward--it is just the "distance from zero." If you have a positive number, it is its own absolute value. If you have a negative number, just make it positive to get the absolute value. As you'll see as you develop mathematically, this idea will eventually extend to more contexts and dimensions, so it's super important that you understand this core concept now.