Polar-to-Rectangular Conversion In Exercises 19-26, plot the point given in polar coordinates and find the corresponding rectangular coordinates for the point. 19. (3, π)
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- Find three polar coordinates representing the same point as the rectangular coordinate (-5, 0)Use a calculating utility, to approximate the polar coordinates of the points whose rectangular coordinates are given. (a) (3,4) (b) (6, -8) (c) (-1, tan 1)What are the rectangular coordinates of the point with polar coordinates (r, 0) = ( 2, ? 4 (х, у) - Enter your next step here () trig a % +- IT 00 b 3.
- Convert the ordered pair inrectanqular Coordinates to polar coordinates withr>o and ee [0,27), (812,-12)Plot the point whose polar coordinates are given. Then find the Cartesian coordinates of the point. (8,4) 3 (a) ( (x, y) = (b) (-4, (-4,3) (x, y) = (-⁹,-) 3 (c) (-9 (x, y) = ([Convert the rectangular equation to a polar equation that expresses r in terms of theta. x^2 + ( y-6)^2=36 r= type an expression in terms of theta