(a) Let P1, P2, P3, P4, P5, and P6 be six points equally spaced on a circle...
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(b) Show that the conclusion in part (a) holds for any even set of points evenly spaced on the circle.
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CP + CP, + CP, + CP, + CP; + CP, = C.
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b If there are 2n points then P k and ...View the full answer
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