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How are you supposed to reason when solving the equation tanx=1/sqrt3?
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|dw:1380965833345:dw|
Yes, but what does this say about x?
I guess that it would say that the hypotenuse is 2, so therefore you can use sin or cos in order to calculate the x?
Meaning what is the solve for the system {sin(x)=1/2;cos(x)=sqrt3/2}
Which would conclude the solution x=Pi/6+2nPi, for any integer n.
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Do you need to reason this way? Is there a simpler way that always yields the correct solution like this way?
OOOOOH, I see where I went wrong. :D
I expressed sin^2x in terms of tan^2x; this means that |sinx|=1/2 and therefore gave a false solution.
Thanks for your simple yet mind-opening triangle though, Jack! :D
|dw:1380966395858:dw|
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