https://youtu.be/fRb2TQQxH_Y

In this video, I go over a very simple but very important concept known as rationalizing the denominator. This basically changes the denominator from an irrational number to a rational one. This can greatly simplify functions and sometimes this method is necessary when dealing with limits where the denominator is equal to 0. So make sure to watch this video!

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- YouTube: [https://youtu.be/fRb2TQQxH_Y](https://youtu.be/fRb2TQQxH_Y)

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# Rationalizing the Denominator

![Rationalizing the Denominator.jpg](https://files.peakd.com/file/peakd-hive/mes/Uj6l0OPT-Rationalizing20the20Denominator.jpg)

## “Making an irrational denominator to a rational one”

![image.png](https://files.peakd.com/file/peakd-hive/mes/vUWxqHH6-image.png)

![image.png](https://files.peakd.com/file/peakd-hive/mes/8ikXP1hh-image.png)

### Example

![image.png](https://files.peakd.com/file/peakd-hive/mes/ojqQ2irc-image.png)