Identify Numbers: Identify the numbers to be multiplied. We have two numbers, 22200 and 24, which we need to multiply together. Set Up Multiplication: Set up the multiplication. Write down the larger number, 22200, and below it write the smaller number, 24, aligning the units digits. Multiply Units and Tens Digits: Multiply the units digit of the second number (4) by each digit of the first number (22200), starting from the rightmost digit. Write down the result below the line. Add Products: Multiply the tens digit of the second number (2) by each digit of the first number (22200), starting from the rightmost digit. Remember to add a zero (as a placeholder) to the right of the result since we are now in the tens place. Write down the result below the previous product. Perform Calculations: Add the two products obtained in steps 3 and 4 to get the final result. Perform the calculations from steps 3, 4, and 5. Multiplying by the units digit of 24: 22200 x 4 _______ 88800 (This is the product of 22200 and 4) Multiplying by the tens digit of 24 (don't forget the placeholder zero): 22200 x 2 _______ 44400 (This is 10 times the product of 22200 and 2, hence the placeholder zero) Now add the two products: 88800 +44400 _______ 133200

Resources

Plans

Resources

Testimonials

Plans

AI tutor

Welcome to Bytelearn!

Let’s check out your problem:

$22200 \times 24$

View step-by-step help

Home

Math Problems

Grade 6

Write multiplication expressions using exponents

Full solution

22200 \times 24

Identify Numbers: Identify the numbers to be multiplied. We have two numbers, $22200$ and $24$ , which we need to multiply together.
Set Up Multiplication: Set up the multiplication. Write down the larger number, $22200$ , and below it write the smaller number, $24$ , aligning the units digits.
Multiply Units and Tens Digits: Multiply the units digit of the second number $4$ by each digit of the first number $22200$ , starting from the rightmost digit. Write down the result below the line.
Add Products: Multiply the tens digit of the second number ( $2$ ) by each digit of the first number ( $22200$ ), starting from the rightmost digit. Remember to add a zero (as a placeholder) to the right of the result since we are now in the tens place. Write down the result below the previous product.
Perform Calculations: Add the two products obtained in steps $3$ and $4$ to get the final result.
Perform Calculations: Add the two products obtained in steps $3$ and $4$ to get the final result. Perform the calculations from steps $3$ , $4$ , and $5$ . $\newline$ Multiplying by the units digit of $24$ : $\newline$ $\newline$ \begin{align*} $\newline$ & $22200$ (\newline\)&\times\ $4$ (\newline\)\hline $\newline$ & $88800$ \ \text{(This is the product of $22200$ and $4$ )} $\newline$ \end{align*} $\newline$ $\newline$ Multiplying by the tens digit of $24$ (don't forget the placeholder zero): $\newline$ $\newline$ \begin{align*} $\newline$ & $22200$ (\newline\)&\times\ $2$ (\newline\)\hline $\newline$ & $44400$ \ \text{(This is $10$ times the product of $22200$ and $2$ , hence the placeholder zero)} $\newline$ \end{align*} $\newline$ $\newline$ Now add the two products: $\newline$ $\newline$ \begin{align*} $\newline$ &\phantom{+} $88800$ (\newline\)&+ $44400$ (\newline\)\hline $\newline$ & $133200$ $\newline$ \end{align*} $\newline$