Ap calculus
posted by HELPP on .
Find the equation of the tangent line to the curve g(X)= 2cos(2X)/(3X) at the point x= pi/3

Evaluate g(π/3)=1/π (check!)
Therefore the tangent passes through the point P1=(x1,y1)=(π/3,1/π).
Find the derivative g'(x), and hence the slope at P1.
The tangent line is given by
L1: yy1 = m(xx1)
where m=g'(π/3), and (x1,y1) are the coordinates of P1 given above.
If you need help finding g'(x), please post.