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1.04 Multiplication and division by 10's, connecting to place value

Lesson

Are you ready?

Do you remember how to use models to represent place value?

Use the least amount of blocks possible to make the number $532$532.

  1. No items were dropped

Vocabulary:
  • Another word that we can use to describe the ones place is 'units'.

Learn

By remembering that each digit in our number is ten times larger than the place to its right, we can multiply or divide by $10$10.

Apply

Complete these number sentences.

  1. $8\times10=\editable{}$8×10=

  2. $80\times10=\editable{}$80×10=

  3. $800\times10=\editable{}$800×10=

  4. $8000\times10=\editable{}$8000×10=

 

Remember!

When we multiply by $10$10, our number becomes ten times bigger, so the digit moves to the next greatest place, by moving left. When we divide by $10$10, our number becomes ten times smaller. so the digit moves one place right.

 

Outcomes

5.NBT.A.1

Apply concepts of place value, multiplication, and division to understand that in a multi-digit number, a digit in one place represents 10 times as much as it represents in the place to its right and 1/10 of what it represents in the place to its left.

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