5.2.1
Multiplication by a 2 Digit Number
Multiplying by a 2 Digit Number With the Column Method
Multiplying by a 2 Digit Number With the Column Method
You can also use column multiplication when you multiply by a 2 digit number. The process is slightly different than multiplying by a 1 digit number. Let's look at 4,372 × 24 as an example.
,h_400,q_80,w_640.png)
,h_400,q_80,w_640.png)
Setting up your columns
Setting up your columns
- You set up the multiplication by lining up the digits in your numbers using place value.
,h_400,q_80,w_640.png)
,h_400,q_80,w_640.png)
Multiply 4,372 by 4
Multiply 4,372 by 4
- The first step is to treat the calculation as you would when multiplying by a one-digit number.
- Multiply 4,372 by 4.
,h_400,q_80,w_640.png)
,h_400,q_80,w_640.png)
Then multiply by 20
Then multiply by 20
- Then you look at multiplying the 4,372 by 20.
- Multiplying by 20 may seem quite scary.
- But it's easier than you'd think!
,h_400,q_80,w_640.png)
,h_400,q_80,w_640.png)
Add in a 0 in the 'ones'
Add in a 0 in the 'ones'
- In our next row, you put a 0 at the end.
- You put a 0 because you are multiplying by a multiple of 10.
- All the multiples of 10 end in 0.
,h_400,q_80,w_640.png)
,h_400,q_80,w_640.png)
Multiply 4,372 by 20
Multiply 4,372 by 20
- Start by multiplying 2 'ones' by 2 'tens'
- Put your answer in the second row.
,h_400,q_80,w_640.png)
,h_400,q_80,w_640.png)
Multiply 7 'tens' by 2 'tens'
Multiply 7 'tens' by 2 'tens'
- Next, multiply 7 'tens' by 2 'tens'
- Put your answer in the second row.
,h_400,q_80,w_640.png)
,h_400,q_80,w_640.png)
Multiply 3 'hundreds' by 2 'tens'
Multiply 3 'hundreds' by 2 'tens'
- Next, multiply 3 'hundreds' by 2 'tens'
- Put your answer in the second row.
- Don't forget to add the 1 that was carried from the 'tens'.
,h_400,q_80,w_640.png)
,h_400,q_80,w_640.png)
Multiply 4 'thousands' by 2 'tens'
Multiply 4 'thousands' by 2 'tens'
- Next, multiply 4 'thousands' by 2 'tens'
- Put your answer in the second row.
- You have calculated:
- 4,372 × 4 = 17,488
- 4,372 × 20 = 87,440
,h_400,q_80,w_640.png)
,h_400,q_80,w_640.png)
Add to find you answer
Add to find you answer
- 4,372 × 24 is the same as (4,372 × 4) (4,372 × 20).
- 4,372 × 24 = (4,372 × 4) (4,372 × 20)
- 4,372 × 24 = 17,488 87,440
- 4,372 × 24 = 104,928
1Year 5 - Number
1.1Number & Place Value
1.2Addition & Subtraction
1.3Multiplication & Division
2Year 5 - Measurement
2.2Perimeter & Area
2.3Time
3Year 5 - Geometry
3.1Properties of 3D Shapes
3.2Properties of 2D Shapes
3.4Position & Direction
4Year 5 - Statistics
5Year 6 - Number
5.1Number & Place Value
5.2Multiplication & Division
5.3Mental Maths
5.4Order of Operations
5.5Problem Solving
5.6Fractions & Decimals
6Year 6 - Ratio & Proportion
6.2Percentages
6.3Scale
7Year 6 - Algebra
7.2Missing Number Problems
8Year 6 - Measurement
8.1Problem Solving
8.2Unit Conversion
8.3Perimeter, Area & Volume
8.4Angles
8.5Circles
8.6Coordinate Grids
9Year 6 - Statistics
9.1Displaying Data
9.2Averages
Jump to other topics
1Year 5 - Number
1.1Number & Place Value
1.2Addition & Subtraction
1.3Multiplication & Division
2Year 5 - Measurement
2.2Perimeter & Area
2.3Time
3Year 5 - Geometry
3.1Properties of 3D Shapes
3.2Properties of 2D Shapes
3.4Position & Direction
4Year 5 - Statistics
5Year 6 - Number
5.1Number & Place Value
5.2Multiplication & Division
5.3Mental Maths
5.4Order of Operations
5.5Problem Solving
5.6Fractions & Decimals
6Year 6 - Ratio & Proportion
6.2Percentages
6.3Scale
7Year 6 - Algebra
7.2Missing Number Problems
8Year 6 - Measurement
8.1Problem Solving
8.2Unit Conversion
8.3Perimeter, Area & Volume
8.4Angles
8.5Circles
8.6Coordinate Grids
9Year 6 - Statistics
9.1Displaying Data
9.2Averages
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