Multiplying up to Three Digits Using the Column Method—Let's Practise!
Basics on the topic Multiplying up to Three Digits Using the Column Method—Let's Practise!
Today we are multiplying up to three digits using the column method with Razzi! This video contains examples to help you further practise and grow confident in this topic.
Transcript Multiplying up to Three Digits Using the Column Method—Let's Practise!
Razzi says get these items ready because today we're going to practise multiplying up to three digits using the column method. It's time to begin! Solve each multiplication equation using the column method. Starting with, thirtyeight times eight. Pause the video to work on the problem and press play when you are ready to see the solution! Eight times eight is sixtyfour, so put four in the ones place and regroup the six here. Eight times three is twentyfour. Add twentyfour and six which equals thirty. Did you also get three hundred and four? Let's try one more! Solve six hundred and ninetytwo times four. Pause the video to work on the problem and press play when you are ready to see the solution! Four times two equals eight. Four times nine equals thirtysix. So put the six in the tens place and regroup the three here. Four times six equals twentyfour. Add twentyfour and three which equals twentyseven. Did you also get two thousand seven hundred and sixtyeight? Razzi had so much fun practising with you today! See you next time!
Multiplying up to Three Digits Using the Column Method—Let's Practise! exercise

Solve the multiplication problem.
HintsStart with 8 x 5.
Remember, if the answer is bigger than 9, we put the extra ones in the tens place.
8 x 5 = 40
This means that we put 0 in the ones place and regroup the 4 to the tens place.
We then need to multiply 3 x 5. Don't forget to add the regrouped 4 to this answer.
Solution38 x 5 = ?
8 x 5 = 40
Put 0 in the ones place, and regroup the 4 with the tens.
3 x 5 = 15
15 + 4 = 19
38 x 5 = 190

What is 27 times 5?
HintsStart by multiplying the digits in the ones place.
The 3 has been regrouped, don't forget to add this for the final answer.
Continue with 5 x 2.
Finally, combine the results together to find the final answer.
Solution27 x 5 = 135

What is 46 times 8 ?
HintsBegin by multiplying the ones place of the bottom factor (8) by the ones place of the top factor (6).
If the product of the ones place is greater than 9, regroup the extra tens to the next place value.
6 x 8 = 48
We put 8 in the ones place and regroup 4 to the tens place.
After regrouping, multiply the ones place of the bottom factor (8) by the tens place of the top factor (4).
Remember to add the regrouped tens to this product to get the final result for the tens place.
Solution46 x 8 = 368
8 x 6 = 48
Put 8 in the ones place, and regroup the 4 with the tens.
8 x 4 = 32
32 + 4 = 36

What is 438 times 3?
HintsStart by multiplying the bottom factor (3) by the ones place of the top factor (8).
Remember to regroup if needed.
Then continue with the tens place (3 times 3).
Finally, do the multiplication for the number in the hundreds place, (3 x 4).
Solution3 times 8 is 24, so write 4 in the ones place and regroup 2.
3 times 3 is 9.
9 + 2 = 11. We write 1 in the tens place and regroup 1.
3 times 4 is 12, add the regrouped 1 from the previous step.
3 times 4 plus 1 is 13.
So, the product of 438 × 3 is 1,314.

Can you solve the multiplication problem?
HintsMultiply the bottom factor (9) by the ones place of the top factor (3) to get the result for the ones place.
Multiply the bottom factor (9) by the tens place of the top factor (1) to get the result for the tens place, and then combine the results for the final answer.
Solution13 x 9 = 117

Solve the multiplication problems.
HintsFocus on one number sentence at a time.
Use the column method for each problem and start multiplying in the ones place.
Pay attention to regrouping if the product is greater than 9 in any step.
Solution324 x 6 = 1,944
58 x 7 = 406
338 x 4 = 1,352
96 x 6 = 576