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How do I know if it is rational or not? http://i.imgur.com/OGtUJyY.png
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\[2\sqrt{3}*\sqrt{12} = 2\sqrt{3*12} = 2\sqrt{36} = 2*6 = 12=\dfrac{12}{1}\]
It is a ratio of two integers, so it is rational.
So if it can be written as a ration, its rational?
Exactly!
Wat about \[2\sqrt{3}-2\sqrt{3}\]
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What*
I think it's irrational because the outcome is 0 and 0 cannot be written as a ratio.
\[0 = \dfrac{0}{1}\] every integer is rational
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