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Convert Between Place Values (Thousands-Hundreds)-2

Switching between place values, such as thousands and hundreds, allows us to see how larger numbers are organized and simplified.

1 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 420 hundreds

Check

The answer is : 42 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 420 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

420 hundreds = 420 / 10

So, 420 hundreds = 42 thousands

2 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 0 hundreds

Check

The answer is : 0 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 0 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

00 hundreds = 0 / 10

So, 00 hundreds = 0 thousands

3 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 990 hundreds

Check

The answer is : 99 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 990 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

990 hundreds = 990 / 10

So, 990 hundreds = 99 thousands

4 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 90 hundreds

Check

The answer is : 9 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 90 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

90 hundreds = 90 / 10

So, 90 hundreds = 9 thousands

5 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 350 hundreds

Check

The answer is : 35 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 350 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

350 hundreds = 350 / 10

So, 350 hundreds = 35 thousands

6 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 660 hundreds

Check

The answer is : 66 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 660 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

660 hundreds = 660 / 10

So, 660 hundreds = 66 thousands

7 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 680 hundreds

Check

The answer is : 68 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 680 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

680 hundreds = 680 / 10

So, 680 hundreds = 68 thousands

8 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 750 hundreds

Check

The answer is : 75 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 750 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

750 hundreds = 750 / 10

So, 750 hundreds = 75 thousands

9 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 200 hundreds

Check

The answer is : 20 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 200 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

200 hundreds = 200 / 10

So, 200 hundreds = 20 thousands

10 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 830 hundreds

Check

The answer is : 83 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 830 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

830 hundreds = 830 / 10

So, 830 hundreds = 83 thousands

11 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 360 hundreds

Check

The answer is : 36 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 360 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

360 hundreds = 360 / 10

So, 360 hundreds = 36 thousands

12 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 200 hundreds

Check

The answer is : 20 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 200 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

200 hundreds = 200 / 10

So, 200 hundreds = 20 thousands

13 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 280 hundreds

Check

The answer is : 28 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 280 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

280 hundreds = 280 / 10

So, 280 hundreds = 28 thousands

14 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 640 hundreds

Check

The answer is : 64 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 640 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

640 hundreds = 640 / 10

So, 640 hundreds = 64 thousands

15 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 620 hundreds

Check

The answer is : 62 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 620 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

620 hundreds = 620 / 10

So, 620 hundreds = 62 thousands

16 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 110 hundreds

Check

The answer is : 11 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 110 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

110 hundreds = 110 / 10

So, 110 hundreds = 11 thousands

17 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 150 hundreds

Check

The answer is : 15 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 150 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

150 hundreds = 150 / 10

So, 150 hundreds = 15 thousands

18 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 630 hundreds

Check

The answer is : 63 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 630 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

630 hundreds = 630 / 10

So, 630 hundreds = 63 thousands

19 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 820 hundreds

Check

The answer is : 82 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 820 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

820 hundreds = 820 / 10

So, 820 hundreds = 82 thousands

20 / 20

Category:
Grade 3/Numbers and Comparing/Convert Between Place Values

Fill in the value that correctly balances the equation:

thousands = 660 hundreds

Check

The answer is : 66 thousands

Explanation:

Hundred Thousands
Ten Thousands
Thousands
Hundreds
Tens
Ones

When we move a digit to the right, we multiply it by 10 for each place you move it.

When we move a digit to the left, we divide it by 10 for each place you move it.

__?__ thousands = 660 hundreds

Here we convert from hundreds to thousands , which is one digit to the left. So, we divide it by 10.

We have:

660 hundreds = 660 / 10

So, 660 hundreds = 66 thousands

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Learning Place Value: Converting Between Thousands and Hundreds

Hi, math explorers! Today, we’re going to talk about place value and how we can change between thousands and hundreds. This will help us break down big numbers into smaller, easier parts to work with!

What’s Place Value?
Place value is all about where a digit sits in a number. Each spot means something different! Let’s look at the number 5,400:

The “5” is in the thousands place, so it stands for 5,000.
The “4” is in the hundreds place, so it means 400.
The “0”s are in the tens and ones places, which stand for zero.
Each digit has its own value based on its place!

Changing Thousands Into Hundreds
We can turn thousands into hundreds pretty easily. Here’s how:

1 thousand = 10 hundreds.
So, if you have 3 thousand, that’s the same as 30 hundreds (3 × 10 = 30).
Easy, right?

Changing Hundreds Into Thousands
You can also change hundreds back into thousands by grouping them together:

20 hundreds = 2 thousand (because 20 × 100 = 2,000).
Now you see how these big numbers connect!

Why Does This Matter?
Knowing how to switch between thousands and hundreds helps you understand how numbers are made. It’s like knowing how to build with blocks—first the small ones, then the big ones!

Keep practicing, and soon you’ll be able to tackle big numbers without breaking a sweat. You’ve got this, math adventurers!

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