Divide 3-digit by 1-digit Game (with Remainder)
This “Divide 3-digit by 1-digit Game (with Remainder)” game is a step up in difficulty from the Divide 3-digit by 1-digit Game Game (No Remainder) and Division Facts Game
 
Once you have mastered division without remainders, you can then proceed to this game. This game will generate division problems where the answer includes both a quotient and a remainder. You can scroll down the page if you need a more detailed explanation.
 
This Game has an option for you to set the maximum possible answer (quotient) to customize the difficulty.
 

Division Practice

3-Digit ÷ 1-Digit (with Remainders)

Choose the Answer Size:

2-Digit

3-Digit

Random

Start Game

Division

Score: 0 / 0

481 ÷ 6

R

Check Next

Back to Menu

 

How to Play the Divide 3-digit by 1-digit Game (with Remainder)
The game is designed to help you practice your Division skills in a fun environment.
Here’s how to play:

1. Maximum Answer: Key in the maximum possible answer (quotient) to customize the difficulty. Click “Start Game”.
   
2. Look at the Problem: You’ll see two numbers at the top of the blue box. Your goal is to divide them.
   
3. Enter Your Answer: Type your answer into the box which includes the quotient and the remainder.
   
4. Check Your Work: Click the yellow Check button. The game will tell you if you’re correct. If you are wrong, you will be shown the correct answer.
   
5. Get a New Problem: Click the purple Next button for a new division problem.
   Your score is tracked at the top, showing how many you’ve gotten right out of the total you’ve tried.
6. Back to Menu Click “Back to Menu” to restart the game.
    
   

Strategies to divide 3-digit by 1-digit (with remainder)

1. Think Multiplication (Short Division)
   Short division, also known as the “bus stop” method, is faster and a bit more compact than long division.
   The key to this method is to work from left to right, “carrying over” any leftover numbers. Let’s use the example of 457÷3 to walk through the steps.
   
2. Set up the problem. First, draw a “bus stop” symbol. Write the dividend (457) inside the symbol and the divisor (3) outside to the left.
   
3. Divide the first digit. Look at the first digit of the dividend, 4. How many times does 3 go into 4? It goes in 1 time. Write the 1 on top of the bus stop line, directly above the 4. You have 1 left over (since 4−3=1).
   
4. Carry the remainder. Take the leftover 1 and carry it over to the next digit, the 5. You can draw a small number 1 next to the 5 to help you remember. This now makes a new number: 15.
   
5. Divide the new number. How many times does 3 go into 15? It goes in 5 times exactly. Write the 5 on top of the bus stop line, above the 5. There is no remainder, so you carry over a 0.
   
6. Divide the last number. Now, look at the last digit, the 7. How many times does 3 go into 7? It goes in 2 times. Write the 2 on top, above the 7. You have 1 left over (since 7−(3×2)=1).
   
7. The final remainder. Since you’ve reached the end of the number, the leftover 1 is your final remainder. Write it as “R1” next to your answer on top.
   Your final answer should be 152 R 1.
   This method can be a little tricky at first, but once you get the hang of carrying over the remainders, it becomes very fast.
   The video gives a clear, step-by-step approach to walk through the process of dividing a 3-digit number by a 1-digit number using short division with remainders.
   
   • Show Video
   
    
   
8. Long Division
   The video gives a clear, step-by-step approach to walk through the process of dividing a 3-digit number by a 1-digit number using long division.
   
   • Show Video
   
    
   

Free Division Games
Division Facts Game	Divisibility Rules Game	2-digit ÷ 1-digit (No Remainder)
3-digit ÷ 1-digit (No Remainder)	2-digit ÷ 1-digit (With Remainder)	3-digit ÷ 1-digit (With Remainder)
3-digit ÷ 2-digit (With Remainder)

 

Try out our new and fun Fraction Concoction Game.

Add and subtract fractions to make exciting fraction concoctions following a recipe. There are four levels of difficulty: Easy, medium, hard and insane. Practice the basics of fraction addition and subtraction or challenge yourself with the insane level.

We welcome your feedback, comments and questions about this site or page. Please submit your feedback or enquiries via our Feedback page.