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Understanding Integer Division
Divide the numbers as usual, then apply the sign rule: matching signs give a positive quotient, different signs give a negative one.
What You'll Learn
Divide the numbers first, ignoring the signs.
Matching signs give a positive quotient.
Different signs give a negative quotient.
Negative 20 divided by 4 equals negative 5.
Division undoes multiplication, so the sign rules for both operations match.
What You'll Practice
1
Drawing chip diagrams to represent positive and negative integer division
2
Dividing positive by positive integers using grouping methods
3
Dividing negative by negative integers to get positive quotients
4
Solving word problems involving distance, speed, and time with division
Why This Matters
Integer division is essential for solving real-world problems like calculating rates, splitting quantities, and understanding proportions. Mastering division with negative numbers prepares you for algebra, physics calculations, and any situation where you need to work with values below zero.
Before You Start — Make Sure You Can:
This Unit Includes
7 Video lessons
Practice exercises
Learning resources
Skills
Integer Division
Sign Rules
Visual Models
Chip Diagrams
Word Problems
Proportions
Rate Problems
NS Curriculum Aligned