Compare Integers Game
 
This Compare Integers Game is an interactive and engaging web-based application designed to help users practice and improve their integer skills through mental math.
 
One way to compare integers is to think about their positions on the number line. The general rule is: the number on the right is always greater than the number on the left. With practice, you should be able to imagine the positions of the integers on the number line. Scroll down the page if you need a more detailed explanation.
 
This Compare Integers Game has an option for a 60-second timer, encouraging players to solve the problems quickly and efficiently.
 

Comparing Integers

Which is greater, less, or are they equal?

Maximum Absolute Value:

Enable 60-Second Timer

Start Game

Compare!

Time: 60

Score: 0 / 0

52 ? 81

< = >

Next Back to Menu

 

How to Play the Compare Integers Game
The game is designed to help you practice your compare integers skills in a fun environment.
Here’s how to play:

1. Timed Option: Check the timer if you want to enable the 60 second timer. Click “Start Game”.
   
2. Look at the Problem: You’ll see two numbers at the top of the box. Your goal is to compare them.
   
3. Enter Your Answer: Select either “<”, “=”, or “>”. The game will tell you if you’re correct. If you are wrong, you will be shown the correct answer.
   
4. Get a New Problem: A new problem will be shown. Your score is tracked at the top, showing how many you’ve gotten right out of the total you’ve tried.
   
5. Back to Menu Click “Back to Menu” to restart the game.
    
   

How to Compare Integers
Compare Integers

1. Using the number line
   One way to compare integers is to think about their positions on the number line. The general rule is: the number on the right is always greater than the number on the left. With practice, you should be able to imagine the positions of the integers on the number line.
   Example: 7>3
   On a number line, 7 is to the right of 3, so 7 is greater.
   Example: −2>−5
   On a number line, -2 is to the right of -5, so -2 is greater.
   Example: 4>−10
   Since 4 is positive and -10 is negative. 4 will be on the right of -10 and so 4 is greater.
    
   
2. Using Rules
   Every positive integer is greater than every negative integer. Zero is less than every positive integer. Zero is greater than every negative integer. The greater the number, the lesser is its opposite, i.e., if a > b , then −a < −b .
    
   

The video gives a clear, step-by-step approach to walk through the process of dividing integers.

• Show Video

 

Free Integer Games
Compare Integers	Integer Operations	Order of Operations
Add Integers	Subtract Integers	Integer Arithmetic
Multiply Integers	Divide Integers

 

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