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The point given is on the terminal side of an angle theta. Find the exact values of the six trig functions of theta. (-3,2)
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sin = 2/sqrt13 cos = -3/sqrt13 tan = -2/3 csc = sqrt13/2 sec = -sqrt13/3 cot = -3/2
correct?
sorries i dont know how to do this im just looking for the explanation :P
No worries...you take the point and find r
r = sqrt x^2+y^2
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so... r=sqrt -3^2 + 2^2
r=sqrt13
then you just plug x,y,and r in into the six trig functions of theta accordingly.
i dont like trig that much thats why :P
but thanks :)
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