Mastering Long Division Techniques

This Math Antics video teaches long division, emphasizing a digit-by-digit approach. It begins with an introduction to long division, followed by a detailed example of dividing 936 by 4. The video explains how division steps relate to the size of the divisor and provides another example with a larger number, 315,270 divided by 5. It concludes with practical tips for mastering long division, such as memorizing multiplication tables and using graph paper for organization.

What is the main advantage of learning long division?

• It simplifies multiplication.

• It allows division of very large numbers.

• It is used for subtraction.

• It helps in adding large numbers.

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In long division, which direction do we work in?

• From left to right

• From right to left

• From top to bottom

• From bottom to top

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When dividing 936 by 4, what is the first digit of the quotient?

• 4

• 3

• 2

• 1

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What do you do with the remainder in long division before moving to the next digit?

• Ignore it

• Multiply it by the next digit

• Add it to the next digit

• Subtract it from the next digit

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How many steps are involved in dividing 72 by 3 using long division?

• Four

• Three

• Two

• One

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What is the quotient of 72 divided by 8?

• 6

• 7

• 8

• 9

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When dividing 315,270 by 5, what is the first non-zero digit of the quotient?

• 6

• 5

• 3

• 2

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Why is it important to bring down a zero in long division?

• It simplifies multiplication.

• It acts as a place holder.

• It helps in subtraction.

• It is not important.

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What is one tip for practicing long division?

• Skip the multiplication table.

• Start with large numbers.

• Write neatly and stay organized.

• Avoid using a calculator.

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Why should you check your long division answers with a calculator?

• To save time.

• To avoid writing.

• To correct mistakes and learn from them.

• To skip steps.

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