You do not have to show work for this problem.  Choose the correct answer from the choices below.  The terminal side of the angle \( – \frac{2 \pi }{17} \) is:

Find an equation of the parabola with vertex (0, 0) and focus (-12, 0).  Choose the correct answer from the choices below. You do not have to show work for this problem.  

Given the hyperbola:  \( -36x^2+y^2-144=0 \), find the vertices & equations for the asymptotes.  Choose the correct answer for each question. Show work for this problem.

Determine the standard equation of the ellipse with  vertices:  (4, 5) and (4, -21) Foci: (4, -3) and (4, -13) Choose the correct equation below.  Show work for this problem.

For u = and v = find u • v. Show work for this problem.

If you plot the polar point \( (-3, -100^o) \), where is the point located?  Note:  There is only one correct answer. You do not need to show work for this problem.

Given the rectangular coordinate \( (-3, 4) \), which of the following is an equivalent polar point?  Note:  Angles are rounded to the nearest degree. Show work for this problem.

Write the complex number z = -5 + 12i in polar form by using the drag and drop feature. z = [[1]](cos [[2]]o + i sin[[2]]o) Note: Choices are rounded to the nearest whole number. Show work for this problem.

Given \( tan \theta= \frac{2}{ \sqrt[]{5} } \), \( cos \theta \)

Use Desmos to solve the equation \( 3cot( \theta)-7=0 \) on the interval \( [0, \pi) \).  Round your answer to 1 decimal place.