(upbeat music) - Good morning mathematicians.

It's great to be with you on Rise and Shine.

Have you noticed, there are a lot of frogs in here today, but that's okay.

They can definitely help with this lesson.

Oh, well hello, Frankie.

Yes, Frankie can be our frog helper today.

So today we are going to learn about the value a number can have in different places.

So think about the number 22.

The twos in that number have the same face but they're in a different place.

The place where a number sits is very important in determining its size or value.

Let's take a look at an example.

Frankie, we're going to need the chalkboard.

Chalkboard, chalkboard, here it comes.

Perfect, okay, first, let's look at the ones place.

What is the value of a number in this spot?

Well, in this position, a number's value is the same as its face.

A number in this spot is equal to itself.

This spot is called the ones place.

So a number here is equal to its face value times one.

So how many ones do we have if Frankie hops up on the board?

Frankie brought us a number three.

So a three in the ones place is equal to three times one, which is three.

Next, let's look at the tens place.

What is the value of a number in this spot?

Well, in this position, a number's value is its face value times 10.

So how many tens would we have if Frankie hops over to the tens place?

Remember, when you have an open spot, you have to have a placeholder.

So we're going to do a zero in the ones place.

Okay, so Frankie is in the tens place with a three.

A three in the tens place is equal to three times 10, which is 30.

Now let's look at the hundreds place.

What is the value of a number in this spot?

Well, in this position, a number's value is its face value times 100.

So how many hundreds would we have?

Frankie hops over, remember, we draw our zero for a placeholder Frankie hopped to the hundreds place and a three in the hundreds place is equal to three times 100 equals 300.

Now let's look at the thousands place.

What is the value of a number in this spot?

Let Frankie hop one last time.

We put a zero as our placeholder.

In this position, a number's value is its face value times 1000.

So how many thousands do we have?

Frankie hopped to show us a three in the thousands place, that's equal to three times 1000, which is 3000.

Mathematicians, I had so much fun learning with you today about numbers and their values.

I hope you enjoy the rest of your day and I'll see you next time on Rise and Shine, bye.

(upbeat music)