Jul07

## Units, Tens, Hundreds

In today’s post we are going to review Units, Tens, Hundreds, and see some examples of how they are used.

#### Units

The Unit is the smallest natural number. We are going to represent a Unit with a cube:

To abbreviate the word Unit, we will write U, for example:

#### Tens

Let’s look at a larger number of Units:

There are a lot of Units, right? Well, imagine how many there would be if we use an even bigger number of them!

Because of this, we use the Tens which groups the Units into groups of 10:

We are going to represent the number 18 using Tens and Units. You should know that we abbreviate Ten with the letter T. As shown:

A Ten is a greater value than a Unit. A Ten is composed of 10 Units. Here are other examples:

#### Hundreds

But the same thing happens when we get to 100. For example, look how the number 101 would be represented with Tens and Units:

Therefore, we use the hundred which equals 10 Tens or, which is the same as 100 Units:

We abbreviate Hundred with the letter H. Here are two examples:

#### Positional Value

Now that we are familiar with the Units, Tens, and Hundreds, we are going to look at the positional value of the numbers.

We are going to organize the numbers we have seen in a table, according to these instructions:

- In the left hand column, we write the complete number.
- In the three next columns, where it says H, T and U, we have to figure out the number, writing only one digit in each cell, always the last number in the Units.
- In the last column, we express the number as the sum of its placeholder values.

And with this, we end this post on Units, Tens, Hundreds.

Did our lesson help you to better understand Units, Tens, and Hundreds?

If you want to continue practicing, we have a lot of these types of exercises on Smartick… And much more! Try it for free.

### Learn More:

- Review Addition Algorithm and Vertical Addition with Carrying
- Learn Multiplication Algorithm Using Blocks
- Different Methods of Multiplication
- Review Vertical Subtraction with Examples
- Understanding Division with the Help of Geometric Visualization

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## AnilNov 23 2017, 11:14 AM

Nice