Lines in polar coordinates a. Show that an equation of the
Chapter 10, Problem 84(choose chapter or problem)
Lines in polar coordinates a. Show that an equation of the line y = mx + b in polar coordinates is r = b sin u - m cos u . b. Use the figure to find an alternative polar equation of a line, r cos 1u0 - u2 = r0. Note that Q1r0, u02 is a fixed point on the line such that OQ is perpendicular to the line and r0 0; P1r, u2 is an arbitrary point on the line. 8
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