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This statement tan theta= -12/5, cosecant theta=-13/5 the terminal point is in quadrant 3
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@DragonFlame
Yes?
Can you help me?
:/ I don't know how to do this kind of question, but maybe I can tag someone who can hang on
okay thanks
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@satellite73
@Zale101
@wio
lol
Remember that \(\tan\) is the opposite over adjacent, so you want to draw a triangle with opposite side as -12 and adjacent side as 5.
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|dw:1392612553979:dw|
cosecant is going to be hypotenuse over opposite
Thanks let me calculate really quick
\[\cos^{-1} \theta =\left(\begin{matrix}x \\ 5\end{matrix}\right)\] Right?
@wio
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