• A multiple of 10 ends in zero (e.g., 10, 20, 30, 40).
  • When subtracting multiples of 10, only the tens place changes. The ones place remains the same.
    Example: 50 − 20 = 30.
  • Use number lines or base-10 blocks to help students see the subtraction process.
  • Teach students to focus on subtracting the tens digits.
    Example: In 70−30, subtract 7−3, then add a zero to get 40.
  • Frame word problems that involve subtracting multiples of 10, such as money or objects in groups of 10.
  • Encourage students to count backward in tens from the starting number.
    Example: 80 − 10 = 70 , 70 − 10 = 60 , and so on.
  • Reinforce that subtraction is the inverse of addition.
    Example: 40 + 30 = 70, so 70 − 30 = 40.
  • Highlight that subtracting the same number results in zero.
    Example: 30 − 30 = 0.

First, write the problem vertically:

6 1 – 6 0

Subtract the ones.

6 1 – 6 0=1

Subtract the tens.

6 1 – 6 0=0 1

The difference is 1.

First, write the problem vertically:

9 9 – 7 0

Subtract the ones.

9 9 – 7 0=9

Subtract the tens.

9 9 – 7 0=2 9

The difference is 29.

First, write the problem vertically:

7 9 – 3 0

Subtract the ones.

7 9 – 3 0=9

Subtract the tens.

7 9 – 3 0=4 9

The difference is 49.