Page Two

Shortcuts

Example 1:

Let's look at the previous example again.
We did this by rationalizing immediately.
This time we'll simplify it first.


We can divide both radicals by √4


Then we rationalize the √3





By simplifying first, we saved a few steps,
and the numbers are smaller.



Example 2:

Sometimes reducing first makes the answer simple.
Here we divided by √6.



Example 3:

Watch out for radicals that are perfect.
Always do them first.



Now let's look at expressions where the denominator contains radicals,
but is a binomial. Move on to page three >>>



Rationalizing Single Radical Denominators | Shortcuts | Rationalizing Binomial Denominators



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