Multiply 2-digit numbers by 2-digit numbers
Key notes :
β¨ Key Points |
- When multiplying 2-digit numbers by 2-digit numbers, we use the long multiplication method (column method).
- Multiply step by step, starting from the ones place.
- Multiplication means repeated addition.
- Always remember to add the carry-over.
- Place a zero in the second row when multiplying by the tens digit.
- Finally, add the two results to get the product.
π Steps to Multiply (Example: 34 Γ 12) |
- Write the numbers in column form:
34
Γ 12
-----
- Multiply the ones digit of the bottom number (2) by each digit of the top number (34):
34
Γ 12
-----
68 β (34 Γ 2)
- Multiply the tens digit of the bottom number (1, which is 10) by each digit of the top number (34).
Remember to put one zero at the end:
34
Γ 12
-----
68
+ 340 β (34 Γ 10)
- Add the two results:
68
+ 340
-----
408
π Therefore, 34 Γ 12 = 408
β More Examples |
- 23 Γ 15 = 345
- 46 Γ 32 = 1,472
- 58 Γ 47 = 2,726
π Important Tips |
- Always align numbers correctly (ones under ones, tens under tens).
- Double-check multiplication facts.
- Donβt forget the zero when multiplying by tens.
Learn with an example
π Multiply:

Multiply the ones.

Multiply the tens.

Now add the results.

The product is 924.
π Multiply:

Multiply the ones.

Multiply the tens.

Now add the results.

The product is 420.
π¦ Multiply:

Multiply the ones.

Multiply the tens.

Now add the results.

The product is 968.

Let’s practice!