The vertical asymptote/s of y tan x are the zero/s or x-intercept/s of y= cos x.

Q: Find  the slope of the curve y=cos((pi tanx)/6) at the point where x=pi/2.

A: given,  y=cos(pi tanx)6  at x=π2

Q: Graph the Cosecant Function y = csc x and the Secant Function y = sec x

A: To graph: y = csc x y= sec x

Q: Graph the function y =-2 cos(2x - p)

A: we have to graph  y =-2 cos(2x - p)

Q: Sketch exactly two full periods of y=-3/2 sin (x/2- pi/4). Indicate all the key points on the x-axis…

A: Given: y=-32 sin x2-π4 To sketch for two full periods.

Q: Find the derivatives of Inverse trigonometric у - arccos V1 —х

A: y= cos-1(1-x)

Q: find the largest and smallest value of the function y = 3-sin3x

A:

Q: find the Joriative Y= 3x° seccx)

A: Here we find the derivatives of given function.

Q: y = (cos x)* 4. Differentiate the function

A: Given :  The function  y = ( cos x ) x    To find :  The derivative of   y = ( cos x ) x

Q: Graph: y=sin(2x)+1

A: y=sin2x+1

Q: y = x tan(x+C) eliminate the arbitrary constant

A:

Q: Describe a general procedure for obtaining the graph of y = A sin(Bx - C).

A: Given: y = A sin(Bx - C).

Q: Determine the range of y=2-2cos(pi/2-x)

A: Note that the range of the cosine function is: [-1,1]