Skills Focused: Subtraction Proficiency, Word Problem Comprehension, Application of Real-Life Math, Problem-Solving Skills, Numerical Accuracy, Time Management, Interpretation of Units and Context, Confidence in Math, Analytical Thinking, Test Preparation
Looking for engaging and practical integer subtraction worksheets for 8th-grade students? Our collection of integer subtraction worksheets is designed to boost integer subtraction skills through real-world word problems. Each worksheet includes 15 thoughtfully created word problems, focusing on situations like managing budgets, calculating distances, and keeping track of inventories. These examples help students see how subtraction is used in everyday life, which strengthens their problem-solving abilities and builds confidence.
Let’s say a farmer has 1,200 apples and sells 456 at a market. How many are left? Or imagine a class planning a trip for 60 students, but 18 can’t attend. These are the kinds of relatable, real-life problems that help students not just master subtraction but also develop logical thinking and analytical skills.
Each worksheet also includes an answer key (available exclusively to registered users) for quick and accurate reference. This makes it easier for parents and teachers to evaluate progress or guide students who might need extra help.
All worksheets are available in printable PDF format for easy use. These worksheets are suitable if you’re a teacher planning lessons, a parent assisting with homework, or a student sharpening your math skills.
From practicing numerical accuracy to mastering time management for exams, these integer subtraction worksheets cover it all. With clear layouts and well-paced challenges, they make learning enjoyable and productive. Download now and see the difference!
Time needed: 2 minutes
Step-by-step guide to solve a subtraction problem involving integers.
Identify what is being asked and note the numbers involved in the subtraction.
Determine that subtraction is needed because one quantity is being removed from another.
Write the subtraction equation: Total – Given = Remaining.
Subtract the numbers using borrowing if necessary: 250 – 73 = 177.
Add the result and the given number back to ensure the total matches the original number: 177 + 73 = 250.
State the result of the subtraction clearly: Sarah has 177 stickers left.
Integer subtraction is when you take one whole number (an integer) and remove another whole number from it. It works with both positive and negative numbers.
For example, if you subtract 5 from 10, you get 5. But if you subtract 7 from 3, the result is -4 because you’re going into negative territory.
When subtracting integers with different signs, the operation turns into an addition.
For example, if you’re doing 7−(−3), the two negatives cancel out, and it becomes 7+3, which equals 10. Remember: subtracting a negative is like adding!
The key rules for integer subtraction are:
– Subtracting a positive number decreases the value.
– Subtracting a negative number increases the value (it’s like adding).
If the signs of the numbers are the same, just subtract normally. If the signs are different, convert to addition and follow the rules for integer addition.
Yes, it can! For example, if you subtract a smaller number from a larger one, like 15−7, the result is 8, which is positive. However, if you subtract a larger number from a smaller one, you’ll get a negative result.
When you subtract a negative number, you’re essentially removing debt or taking away something “owed.”
For instance, 10−(−5) means you’re getting rid of a negative, which is the same as adding 10+5=15. Think of it as canceling out the negatives.
Integer addition combines two values, while subtraction finds the difference between them. With the addition, you’re putting amounts together, whereas with subtraction, you’re removing or comparing.
For example, 5+3=8, but 5−3=2.
Start with a number line! Show how moving left means subtracting and moving right means adding. Use real-life examples like money, where losing money represents subtraction, or temperatures, where a drop shows subtraction. Practice with simple problems first and gradually introduce negative numbers.
