π§© Subtraction with Borrowing β The Math Escape Room
Welcome to the Math Escape Room! Today you will face tricky subtraction problems. But donβt worry β you will learn how to βborrowβ numbers to solve them step by step.
Borrowing happens when a top digit is smaller than the bottom digit. Then we take 1 from the next column to help us solve the problem.
π What is Borrowing?
Sometimes we cannot subtract directly. For example:
Example: 12 β 5
We cannot do 2 β 5, so we borrow 1 from the 10s place.
- 12 becomes 10 + 2
- Borrow 1 ten β now we have 12 in ones
- 12 β 5 = 7
π Mission 1 β Unlock the Door
Solve these to escape:
- 12 β 4 = ___
- 13 β 6 = ___
- 14 β 7 = ___
- 15 β 8 = ___
- 16 β 9 = ___
π§ Mission 2 β Borrowing Steps
Follow the steps carefully.
Example: 21 β 8
- 1 is smaller than 8 β we borrow
- 21 becomes 10 + 11
- 11 β 8 = 3
- 2 becomes 1 after borrowing
- Final answer: 13
Solve these:
- 22 β 5 = ___
- 23 β 7 = ___
- 24 β 6 = ___
- 25 β 8 = ___
- 26 β 9 = ___
πͺ Mission 3 β Final Escape Puzzle
These are the hardest ones. Think carefully!
- 31 β 9 = ___
- 32 β 8 = ___
- 41 β 7 = ___
- 52 β 6 = ___
π Answers
Mission 1
- 8
- 7
- 7
- 7
- 7
Mission 2
- 17
- 16
- 18
- 17
- 17
Mission 3
- 22
- 24
- 34
- 46
π‘ Final Message
You escaped the Math Room! Borrowing is tricky at first, but with practice it becomes easy. This skill is very important for solving bigger math problems.
Keep practicing β every step makes you faster and smarter in math.
β¬ Back to Addition with CarryMath is like a puzzle game β and you are becoming a master player!
Download Free Worksheet
Download a printable worksheet to practice subtraction with borrowing at home or in the classroom.
Download PDF Worksheet