Find all polar coordinates of point P = (9, 75°). Could someone please explain this to me?
@Mertsj
@Mertsj
@KingGeorge
Okay, I got an answer: (9, 75 degrees+n*360 degrees) and (9, 75 degrees+(2n+1)*360 degrees), where "n" is an integer. Am I correct?
@jim_thompson5910
@dumbcow
basically any coterminal angle to 75 degrees will work in place of 75 degrees
(9, 75 degrees+n*360 degrees) and (9, 75 degrees+(n+1)*360 degrees), where "n" is an integer.
so (9, 75+360n) works as part of the solution
Or is it just (9, 75 degrees+n*360 degrees) , where "n" is an integer?
it turns out that you could have r be negative, and just rotate in the complete opposite direction and still land in the same spot
if r = -9, then instead of rotating 75 degrees counterclockwise, you are really rotating 75+180 = 255 degrees counterclockwise (and going in reverse to end up pointing in the right direction)
so (-9, 255+360n) works too
where n is any integer
Thank!
np
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