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Name Date Multiplication of Whole Numbers Guided Lesson Explanation 1 First we have to count the number of rows, there are 4 rows. Each row has 7 apples. There are 4 rows of 7. The first part of the
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How to fill out multiplication of whole numbers:

01
Understand the concept: Before you start filling out multiplication of whole numbers, it is important to understand the concept of multiplication. Multiplication is the process of combining equal groups to find a total amount or product.
02
Align the numbers: Write the numbers you want to multiply vertically, with the ones digit aligned in the rightmost column. For example, if you want to multiply 25 and 4, write them as:
x 4
01
Start with the ones digit: Multiply the ones digit of the bottom number by the ones digit of the top number. In this example, multiply 5 by 4, which equals 20. Write the 0 under the line.
02
Carry over: If the product of the numbers in step 3 is greater than 9, carry the tens digit over to the next column. In this example, since 20 is greater than 9, carry over 2 to the tens column.
03
Multiply and add: Multiply the ones digit of the bottom number by the tens digit of the top number, and add the carry-over if any. In this example, multiply 5 by 2 and add the carry-over of 2, which equals 12. Write the 2 above the tens column and the 2 below the line.
04
Multiply the tens digit: Multiply the tens digit of the bottom number by the ones digit of the top number. In this example, multiply 2 by 4, which equals 8. Write the 8 above the line in the tens column.
05
Add the partial products: Add the numbers written above the line. In this example, add 8, 2, and 0, which equals 10. Write the 0 below the line in the tens column and carry over the 1 to the hundreds column.
06
Multiply the hundreds digit: If there is a hundreds digit in any of the numbers, multiply it by the other number's ones digit and add any carry-over. Write the result above the line in the hundreds column.
07
Add any remaining partial products: If there are more digits left, continue the process by multiplying each remaining digit in the top number by the ones digit in the bottom number and adding any carry-over. Write the results above the line in their corresponding columns.
08
Sum it up: Finally, add all the numbers written above the line to get the complete product. In this example, the product of 25 and 4 is 100.

Who needs multiplication of whole numbers?

01
Students: Multiplication of whole numbers is an essential skill for students, especially in early math education. It helps in solving problems involving equal groups, arrays, and finding the total quantity of items.
02
Scientists and researchers: Multiplication of whole numbers is also required in various scientific and research fields. Calculating quantities, analyzing data, and performing statistical calculations often involve multiplication of whole numbers.
03
Engineers and architects: Professionals in the engineering and architectural fields frequently use multiplication of whole numbers when designing structures, calculating dimensions, and working with measurements.
04
Accountants and financial analysts: Multiplication of whole numbers is vital for accountants and financial analysts when performing calculations such as determining profits, calculating taxes, analyzing financial statements, and forecasting future earnings.
05
Everyday life: Everyday tasks like calculating grocery expenses, budgeting, cooking, and determining distances all involve multiplication of whole numbers. It is a fundamental skill that is useful in various aspects of our daily lives.
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Multiplication of whole numbers is the process of repeated addition of a number by itself a certain number of times.
Anyone who needs to calculate the product of two or more whole numbers.
To fill out multiplication of whole numbers, simply multiply the numbers together using the multiplication operation symbol (*).
The purpose of multiplication of whole numbers is to find the total value when a number is repeated a certain number of times.
The numbers being multiplied and the product or result of the multiplication.
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