Understanding Place Value Relationships

The video tutorial explains place value relationships, starting with basic concepts and moving through tens, hundreds, thousands, and beyond. It uses a large number example to illustrate how each digit's place value is ten times greater than the one to its right and one-tenth of the one to its left. The tutorial concludes with a recap of these concepts.

What happens when you try to put ten ones into one box?

• They stay as ten ones.

• They are converted into one ten.

• They disappear.

• They become one hundred.

A digit in the tens place is how many times greater than a digit in the ones place?

• 5 times

• 10 times

• 20 times

• 100 times

What do you need to do when you have ten tens?

• Convert them to one hundred.

• Convert them to one thousand.

• Convert them to ten ones.

• Leave them as ten tens.

A digit in the hundreds place is how many times greater than a digit in the tens place?

• 100 times

• 20 times

• 10 times

• 5 times

What is the value of a digit in the thousands place compared to a digit in the hundreds place?

• 5 times greater

• 10 times greater

• 100 times greater

• 20 times greater

In the number 222,222,222, what is the value of the digit in the 10 millions place?

• 2 billion

• 200 million

• 2 million

• 20 million

In the number 222,222,222, what is the value of the digit in the millions place?

• 2 billion

• 200 million

• 20 million

• 2 million

How many times greater is the value of the digit in the 10 millions place compared to the digit in the millions place?

• 20 times

• 100 times

• 10 times

• 5 times

What is the value of a digit on the right compared to the digit on its left?

• 1/100

• 1/10

• 1/5

• 1/20

What is the pattern of place value relationships?

• Each place is 5 times greater than the place to its right.

• Each place is 10 times greater than the place to its right.

• Each place is 20 times greater than the place to its right.

• Each place is 100 times greater than the place to its right.