8th Grade Compare and Order Integers Math Quiz

15 Word Problems
Collect 15 Points

A mountain climber is at 1,200 meters above sea level, and a diver is at -500 meters. What is the total difference in elevation?

The bank account balance started at -$45 and increased by $75. What is the new balance?

A plane is flying at 5,000 meters, while a submarine is 1,000 meters below sea level. How far apart are they?

A hiker is at 300 meters above sea level, and a diver is at -100 meters. What is the difference in elevation?

A bird is perched on a tree branch 12 meters above ground, and a rabbit is burrowed 4 meters underground. What is the distance between them?

Jamie's town is 15 meters above sea level, while a nearby valley is 25 meters below sea level. What is the difference in elevation?

The temperature at night was -2°C, and in the morning, it rose to 3°C. What was the change in temperature?

The starting elevation of a hot air balloon was -10 meters, and it rose 25 meters. What is the new elevation?

The water level in a reservoir dropped by 35 centimeters, then rose by 20 centimeters. What is the overall change in the water level?

A person starts walking uphill from -20 meters to 50 meters. What is the elevation gain?

A business’s profit is $45 on one day and -$20 the next day. What is the total profit over these two days?

John owes his brother $20 and earns $15 from a chore. How much does he still owe?

Sarah owes $35 to her friend and has $20 in her pocket. How much more does she need to pay off the debt completely?

Mount Everest’s peak is at 8,848 meters above sea level, and the Dead Sea is at -430 meters. What is the total difference in elevation?

A scuba diver dives 40 meters below sea level and ascends 15 meters. What is their current depth?


 

Are you ready to make math more relatable and fun? Our Compare and Order Integers Math Quiz is perfect for 8th graders looking to sharpen their skills in a way that actually makes sense for everyday life. This isn’t just about solving equations—it’s about understanding how numbers fit into the world around you.

Think about this: What if you’re hiking and need to figure out the difference in elevation between a mountain peak and a valley? Or what if you want to know how much more you need to save to pay off a small debt? These are real situations, and the math you’ll practice in this quiz will help you handle them with confidence.

The quiz covers 15 random word problems that feel less like homework and more like a game. Each problem is designed to challenge your ability to understand integers, compare and order them, and use logical reasoning to solve real-world scenarios. From calculating temperature differences to balancing gains and losses, this quiz will strengthen your math muscles while keeping things practical and relatable.

What’s great about this quiz is how it builds essential skills. You’ll practice adding and subtracting positive and negative numbers, learn to compare values effectively and develop a knack for spotting details that make all the difference in solving problems. These are skills that go far beyond the classroom—they’re tools you’ll use in everyday life.

And here’s the best part: registered users get access to detailed answer keys to check their work and learn from mistakes. This makes the quiz a powerful tool for improvement, whether you’re prepping for a test, catching up on classwork, or just trying to feel more confident with math.

We believe math should feel approachable and useful, not frustrating or out of reach. That’s why the problems are written in plain language and connected to everyday examples. By the end of this quiz, you’ll have more than just the right answers—you’ll have a deeper understanding of how numbers work in the real world.

So, why not give it a try? It’s interactive, engaging, and a great way to challenge yourself. Click to start the quiz and see how much fun comparing and ordering integers can be!

Frequently Asked Questions (FAQs)

How do you compare integers?

To compare integers, look at their values on the number line. Numbers to the left are smaller, and numbers to the right are larger. For instance, -4 is smaller than 2 because it’s further left on the number line. Always remember, negative numbers are less than positive ones.

Why is learning to compare and order integers important?

Learning to compare and order integers is crucial because it helps in real-life situations, like managing money, tracking temperatures, or understanding elevations. For example, comparing -20°C to 15°C helps you understand the temperature difference and plan accordingly.

What is the difference between comparing and ordering integers?

Comparing integers means deciding which number is bigger or smaller. Ordering integers involves arranging a group of numbers in a specific sequence, like ascending (smallest to largest) or descending (largest to smallest). For example, comparing -2 and 3 shows 3 is larger, while ordering -2, 3, and -5 gives -5, -2, and 3.

How can I practice comparing and ordering integers?

You can practice by solving interactive quizzes, like our Compare and Order Integers Math Quiz. These quizzes include real-world problems to help you master the concept while having fun. Another idea is to create number lists and arrange them in order or compare them using a number line.

What tools can help me compare and order integers?

A number line is one of the best tools for comparing and ordering integers. It visually shows how numbers relate to each other. Online quizzes, math apps, and even flashcards can also help you practice and improve your skills.

How do absolute values relate to comparing integers?

Absolute values help measure the distance of a number from zero, ignoring whether it’s positive or negative. When comparing integers, absolute values can help you understand their size without considering the sign. For example, the absolute value of -5 is 5, which is the same as the absolute value of +5.

Can negative integers be larger than positive integers?

No, negative integers are always smaller than positive integers. For example, -10 is less than +2 because all negative numbers are smaller than any positive number, no matter how big or small the values are.

What grade level is ideal for learning to compare and order integers?

Comparing and ordering integers is typically introduced in middle school, around grades 6 to 8. By grade 8, students should be able to solve complex problems involving integers confidently.

Are zero and integers related?

Yes, zero is an integer and is unique because it is neither positive nor negative. When comparing or ordering integers, zero often acts as the dividing point between positive and negative numbers.

How can comparing integers help in understanding money?

Comparing integers is helpful in managing finances. For instance, a debt of -$50 is smaller than a debt of -$100, meaning you owe less. Similarly, comparing savings like +$200 to +$150 shows which amount is larger.

What is the easiest way to teach comparing and ordering integers?

The easiest way is to use a number line to show how integers relate to each other visually. Pair this with real-world examples, like temperature changes or bank balances, to make the concept relatable and engaging for students.

What challenges do students face when learning to compare integers?

Students often confuse negative and positive numbers, thinking -5 is greater than -1 because 5 is larger than 1. To overcome this, practice using a number line and emphasize that numbers further to the left are smaller.

Are there fun activities for comparing and ordering integers?

Yes! You can create number card games, where students arrange cards in ascending or descending order. Online math quizzes with real-world problems also make learning interactive and fun. These activities keep students engaged while reinforcing their skills.

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