Convert Between Place Values (Thousands-Hundreds)

The answer is : 220 hundreds

Explanation:

• 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.

22 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

22 thousands = 22 × 10 hundreds  

So, 22 thousands =  220 hundreds

The answer is : 940 hundreds

Explanation:

• 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.

94 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

94 thousands = 94 × 10 hundreds  

So, 94 thousands =  940 hundreds

The answer is : 890 hundreds

Explanation:

• 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.

89 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

89 thousands = 89 × 10 hundreds  

So, 89 thousands =  890 hundreds

The answer is : 350 hundreds

Explanation:

• 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.

35 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

35 thousands = 35 × 10 hundreds  

So, 35 thousands =  350 hundreds

The answer is : 660 hundreds

Explanation:

• 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.

66 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

66 thousands = 66 × 10 hundreds  

So, 66 thousands =  660 hundreds

The answer is : 830 hundreds

Explanation:

• 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.

83 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

83 thousands = 83 × 10 hundreds  

So, 83 thousands =  830 hundreds

The answer is : 70 hundreds

Explanation:

• 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.

7 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

7 thousands = 7 × 10 hundreds  

So, 7 thousands =  70 hundreds

The answer is : 340 hundreds

Explanation:

• 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.

34 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

34 thousands = 34 × 10 hundreds  

So, 34 thousands =  340 hundreds

The answer is : 100 hundreds

Explanation:

• 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.

10 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

10 thousands = 10 × 10 hundreds  

So, 10 thousands =  100 hundreds

The answer is : 860 hundreds

Explanation:

• 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.

86 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

86 thousands = 86 × 10 hundreds  

So, 86 thousands =  860 hundreds

The answer is : 50 hundreds

Explanation:

• 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.

5 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

5 thousands = 5 × 10 hundreds  

So, 5 thousands =  50 hundreds

The answer is : 390 hundreds

Explanation:

• 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.

39 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

39 thousands = 39 × 10 hundreds  

So, 39 thousands =  390 hundreds

The answer is : 550 hundreds

Explanation:

• 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.

55 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

55 thousands = 55 × 10 hundreds  

So, 55 thousands =  550 hundreds

The answer is : 850 hundreds

Explanation:

• 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.

85 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

85 thousands = 85 × 10 hundreds  

So, 85 thousands =  850 hundreds

The answer is : 300 hundreds

Explanation:

• 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.

30 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

30 thousands = 30 × 10 hundreds  

So, 30 thousands =  300 hundreds

The answer is : 210 hundreds

Explanation:

• 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.

21 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

21 thousands = 21 × 10 hundreds  

So, 21 thousands =  210 hundreds

The answer is : 240 hundreds

Explanation:

• 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.

24 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

24 thousands = 24 × 10 hundreds  

So, 24 thousands =  240 hundreds

The answer is : 350 hundreds

Explanation:

• 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.

35 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

35 thousands = 35 × 10 hundreds  

So, 35 thousands =  350 hundreds

The answer is : 220 hundreds

Explanation:

• 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.

22 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

22 thousands = 22 × 10 hundreds  

So, 22 thousands =  220 hundreds

The answer is : 150 hundreds

Explanation:

• 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.

15 thousands = __?__ hundreds

Here it moves from thousands to hundreds, which is one digit to the right. So, we multiply it by 10.

We have:

15 thousands = 15 × 10 hundreds  

So, 15 thousands =  150 hundreds