Given any Cartesian coordinates, (x,y), there are polar coordinates (r,(theta)) with -{pi}/{2} < theta <(and equal) {pi}/{2} .
Find polar coordinates with -{pi}{2}
(a) If (x,y) = (19, 3) then (r, theta) = ( , ), i got r as 19.24 and my theta was wrong and i said it was 8.972627.
(b) If (x,y) = (10, 6) then (r, theta) = ( , ), I got r as 11.661903 and again my theta was wrong and i said it was 30.963757.
(c) If (x,y) = (-9, -8) then (r, theta) = ( , ), I got both r and theta wrong and no clue why
(d) If (x,y) = (16, 1) then (r, theta) = ( , ), I got r as 16.03122 and it was right and again my theta was wrong
(e) If (x,y) = (-4, 6) then (r, theta) = ( , ), both r and theta were wrong
(f) If (x,y) = (0, -6) then (r, theta) = ( , ). both r and theta were wrong
i know you are suppose to use r^2=x^2+y^2 to find r
and then for theta use arctan of (y/x) . why am i getting these wrong?
2006-10-29
14:39:30
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3 answers
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asked by
Theresa C
2
in
Mathematics