Display Title
Math Example--Arithmetic--Adding Two Integers: Example 2
Display Title
Math Example--Arithmetic--Adding Two Integers: Example 2
Topic
Integers
Description
This example illustrates the addition of a positive and a negative integer: 6 + (-3). When adding a negative integer, it's helpful to rewrite the expression as subtraction. In this case, 6 + (-3) can be rewritten as 6 - 3, which equals 3. This method simplifies the process and helps students understand the relationship between addition and subtraction of integers.
Integer operations form a crucial part of mathematical understanding. By exploring various combinations of positive and negative numbers, students develop a deeper comprehension of the number system. This collection of examples covers different scenarios, allowing learners to see how the rules of integer addition apply in various situations. Understanding these concepts lays the foundation for more advanced mathematical topics and real-world applications.
Providing multiple worked-out examples is a key strategy in mathematics education. Each example in this collection offers students a chance to observe the problem-solving process step by step. By encountering different types of integer addition problems, students can recognize patterns, reinforce their understanding, and build confidence in their ability to perform these operations. The repetition and variety of examples help cement these concepts in students' minds, enabling them to apply their knowledge to new and more complex problems in the future.
For a complete collection of math examples related to Adding and Subtracting Integers click on this link: Math Examples: Adding and Subtracting Integers Collection.
Common Core Standards | CCSS.MATH.CONTENT.6.NS.C.5 |
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Grade Range | 6 - 12 |
Curriculum Nodes |
Algebra • The Language of Math • Numerical Expressions |
Copyright Year | 2014 |
Keywords | integers, integer, positive numbers, negative numbers, positive, negative, zero, adding integers, subtracting integers, adding and subtracting integers |