Understanding Place Value and Its Applications

What happens to the value of a digit when it is moved one place to the left in the place value system?

• It increases by 10 times
• It decreases by 10 times
• It stays the same
• It doubles

If a digit in the hundreds place is moved to the thousands place, how does its value change?

• It becomes 10 times greater
• It becomes 100 times greater
• It becomes 1/10 of its original value
• It stays the same

What is the value of the digit 5 in the number 5,432?

• 5
• 50
• 500
• 5,000

How does the value of a digit change when it is moved one place to the right?

• It increases by 10 times
• It decreases by 10 times
• It becomes 1/10 of its original value
• It doubles

If a digit is moved two places to the left, how does its value change?

• It becomes 10 times greater
• It becomes 100 times greater
• It becomes 1/10 of its original value
• It becomes 1/100 of its original value

In the number 7,000, what is the value of the digit 7?

• 7
• 70
• 700
• 7,000

If the digit 8 in 80 is moved to the ones place, what is its new value?

• 8
• 80
• 800
• 0.8

What is the relationship between the value of a digit in the tens place and the same digit in the hundreds place?

• The hundreds place is 10 times greater
• The tens place is 10 times greater
• They are equal
• The hundreds place is 1/10 of the tens place

If a digit is moved three places to the right, how does its value change?

• It becomes 10 times greater
• It becomes 100 times greater
• It becomes 1/10 of its original value
• It becomes 1/1000 of its original value

What is the value of the digit 2 in the number 2,000?

• 2
• 20
• 200
• 2,000