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Welcome to Mathnasium's Math Tricks series. Our previous Math Tricks have looked at strategies for finding half of odd numbers whose tens* *digits are *even*. Today we are focusing on a strategy to find the half of any odd number, such as ** [latex]99[/latex]**... or

Calculating *half* of anything means to find "two parts the same," "halfway between," or, finding "what number plus itself is equal to that number". Follow along with the example below as we find half of ** [latex]999[/latex]**.

Step 1: Decompose the whole into its parts.

** [latex]999[/latex]** is nine

Step 2: Find half of the whole by finding half of each part.

Half of **[latex]999[/latex]** = Half of **[latex]900[/latex]** + Half of **[latex]90[/latex]** + Half of **[latex]9[/latex]**.

Step 3: Calculate the half of each part.

Half of **[latex]9[/latex]** is** [latex]4 \frac{1}{2}[/latex]**.

Half of **[latex]90[/latex]** is **[latex]45[/latex]*** *(not *forty-and-a-half*).

Half of **[latex]900[/latex]** (or nine *hundreds*), is **[latex]4 \frac{1}{2}[/latex]*** hundreds*. So, half of **[latex]900[/latex]** is **[latex]450[/latex]**.

Step 4: Find the half of the whole by summing up the half of each part.

Half of **[latex]999[/latex]** is equal to **[latex]450 + 45 + 4 \frac {1}{2} = 499 \frac {1}{2}[/latex]**.

We can check that **[latex]499 \frac{1}{2} + 499 \frac{1}{2} = 999[/latex].**

We have calculated half of ** [latex]999[/latex]** to be

If you missed our Math Tricks video on the Half of Odd Numbers (Part 2), check it out on our social media channels!

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