Mastering Long Division Techniques

This video tutorial covers the concept of long division, both with and without remainders. The instructor provides step-by-step guidance through several examples, including 48 divided by 2, 78 divided by 3, 87 divided by 2, 58 divided by 3, and 72 divided by 7. Each example is broken down into manageable steps, highlighting the process of division, multiplication, subtraction, and handling remainders. The tutorial aims to build confidence in solving division problems by encouraging practice and identifying areas for improvement.

What is the first step in long division?

• Divide

• Bring down the next number

• Multiply

• Subtract

What do you do after subtracting in long division?

• Add

• Multiply again

• Bring down the next number

• Start a new problem

In the division of 48 by 2, what is the quotient?

• 25

• 22

• 23

• 24

How do you handle a division problem when the divisor does not exactly divide the dividend?

• Leave a remainder

• Round up the quotient

• Ignore the remainder

• Start over

What is the remainder when 87 is divided by 2?

• 2

• 0

• 1

• 3

In the division of 58 by 3, what is the closest you can get to 28 by multiplying 3?

• 27

• 30

• 29

• 26

What is the quotient and remainder when dividing 72 by 7?

• 10 R3

• 10 R0

• 10 R1

• 10 R2

When dividing 100 by 4, what is the closest you can get to 17 by multiplying 4?

• 20

• 16

• 18

• 15

What is the final step in a long division problem when there are no numbers left to bring down?

• Multiply again

• Write the remainder, if any

• Subtract one last time

• Start a new problem

What is the quotient and remainder when dividing 100 by 4?

• 23 R3

• 25 R0

• 26 R2

• 24 R1