Triple Times Triple Digit Multiplication Worksheets
How to Perform Triple Digit Multiplication - Triple-digit multiplication is the task where the actual challenge begins. Difficult levels enter a whole new level when you are attempting to multiply two triple-digit numbers. It is not even about the difficulty level, but the time taken to solve such sums when you are attempting them for the first time. Later on, they can be made easy via constant practice, but during the initial few attempts, they can seem a bit difficult and time taking. While performing triple-digit multiplication, the initial steps for the process are the same. First, you write both the numbers in rows, one underneath the other. Then you multiply each digit of the number from the lower row with each digit of the number in the upper row. After obtaining all the answers, you just add them to obtain the final answer. Here are the steps that will help you perform triple-digit multiplication quickly. Foremost you need to write down the sum the right way. Place one triple-digit number on top and the second triple-digit directly below the first one. Next, we start multiplying by number in the ones place. We will multiply the ones place of one number to the ones place of the second—write the result directly below the line. Using the same number written at the bottom, we multiply the tens places. Take the ones place of one number and multiply it with the tens place of number written directly above the bottom number. Write the result directly under the line. Next, we will write the zero under the ones place of the result. Again, we will take the tens place of the bottom number and multiply it with the ones place of the number written at the top. We will multiply the tens place of the bottom number with the tens place of the number written at the top. We will repeat the same multiplication approach with the number written in the hundreds place. Once we have the products, we will add them to get the final answer.
Take the one-digit number you are multiplying by nine and
insert a zero to its right.
Then subtract the original number from it.
For example: if the problem is 9 x 6,
insert a zero to the right of the six,
then subtract six:
9 x 6 = 60 - 6 = 54