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arctan sqrt3/3
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\[\arctan \frac{ \sqrt{3} }{ 3 }\]
Look at the triangle I gave you a few minutes ago.
What's a definition of tangent when dealing with a triangle?
We already gave you straight answers on 2 of your questions dude. You have to think for yourself too.
arctan(sqrt(3)/3) = arctan(1/sqrt(3)) Now get the answer
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Pi/6?
yes....It can be simplified to 1/sqrt(3) since 3 can be written as sqrt(3)*sqrt(3).
Thanks, I'm not so good when it comes down to sin, cos and tan
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