# 2 Digit Multiplication Explained

2 Digit Multiplication Explained. In the usual, traditional way of multiplying there are also three separate calculations. Now we multiply 4 x.

8 + 1 = 9. Write the numbers in column form, one below the other, starting with the bigger number. For example, let's work this out:

### ① Move The 2 To The Hundreds Place, And The 3 To The Ones Place.

And the way that we're going to tackle it is we're going to first multiply 36 times 7, figure out what that is. Then, they’ll be ready to learn that adding 20 + 50 is as easy as adding 2 + 5 (while understanding conceptually the difference between 20 + 50 and 2 + 5). ② next, add the 2 and the 3, and place the result in the tens place.

### You Did Two Multiplications And Then Added.

Multiply the number in the ones place on bottom by the number in the tens place on top. This provides students with a visual of the product. Then we're going to multiply 36 times 20, figure out what that is, and then add those two numbers together.

### The Lesson And Activities Can Each Be Used Independently Or Woven Together With Your Mandated Curriculum Guide Or Into A.

Number sense and place value. 4 × 3 = 12. You have learned to calculate multiplications such as 67 × 54 in parts.

### Next We Multiply 2 Of 23 With 4 Of 34, 4 × 2 = 8.

Multiply the tens digit of the first number with the ones digit of the second. Study 67 × 54 below. 3 x 23 we know that 3 x 23 means 3 groups of 23.

### But This Time All Three Calculations Appear Together.

Then move on to the tens digit on the top number and the ones on the bottom number: Placing the zero in the ones column is the multiplying by 10 bit! 8 + 1 = 9.