Can you come up with a different set of polar coordinates for the location given in the first question? If so, list it/them!
Possible solutions: (-3, -pi/2), (3, -3pi/2), and practically any point written in the form (3, pi/2 +2k*pi) or (-3, 3pi/2 + 2k*pi) or (-3, -pi/2 + 2k*pi) where k = any integer. [br][br][b]POLAR COORDINATE representations of points in the coordinate plane are NOT UNIQUE! [/b] There are infinitely many ways to express a location using polar coordinates. [b]Yet, there is only 1 way to express a point's location using RECTANGULAR COORDINATES (x, y)! [/b]