Box Method for Division Concepts

The video introduces an alternative to long division called the box method, which helps organize calculations neatly. It demonstrates the method through examples, including 172 divided by 4, 563 divided by 7, and 573 divided by 14, showing how to handle remainders and decimals. The method is presented as a helpful tool for those struggling with traditional long division.

What is the main advantage of using the box method over traditional long division?

• It helps keep columns organized.

• It is more accurate.

• It is faster.

• It requires fewer steps.

In the example of 172 divided by 4, what is the first step after setting up the box?

• Place a zero above the 1.

• Multiply 4 by 1.

• Move to the next column.

• Divide 4 into 17.

What is the remainder when 172 is divided by 4 using the box method?

• 0

• 2

• 1

• 3

When dividing 563 by 7, what is the result after dividing 56 by 7?

• 8

• 7

• 9

• 10

How is a remainder handled in the box method when dividing 563 by 7?

• It is ignored.

• It is converted to a decimal.

• It is added to the next column.

• It is subtracted from the total.

What is the final answer for 563 divided by 7 to two decimal places?

• 80.42

• 80.44

• 80.45

• 80.43

In the example of 573 divided by 14, what is the first step after setting up the box?

• Divide 14 into 57.

• Place a zero above the 5.

• Multiply 14 by 5.

• Move to the next column.

What is the result of dividing 57 by 14 in the box method?

• 3

• 4

• 5

• 6

How many times does 14 go into 130 in the example of 573 divided by 14?

• 10

• 9

• 8

• 11

What is the final answer for 573 divided by 14 to two decimal places?

• 40.91

• 40.92

• 40.94

• 40.93