Finding Absolute Values and Opposite Integers

When you begin the Finding Absolute Values and Opposite Integers worksheet, you explore how numbers relate to zero on the number line. Integers include both positive and negative numbers, and understanding how they behave helps you compare values and solve problems confidently. This worksheet shows you how every integer has an opposite—another number the same distance from zero but in the opposite direction. Soon, you’ll see that integers come in pairs that mirror each other perfectly.

This worksheet teaches you how to identify the absolute value of a number, which represents how far the number is from zero, regardless of its sign. You learn that |7| = 7 and |−7| = 7, because both are seven units away from zero. You also practice finding the opposite of integers, such as recognizing that the opposite of 5 is −5, and the opposite of −3 is 3. These concepts help you separate the idea of distance from direction.

As you work through each question, your reasoning and number sense grow stronger. Some tasks ask you to match integers with their opposites, while others require finding and comparing absolute values. You may order numbers based on distance from zero or decide which of two values is greater when using absolute value. Each activity builds your understanding of how integers relate on the number line and how signs affect comparisons.