メモ 直交座標系は、xとyの値で点の位置を表し、極座標系は原点からの距離と角度で点の位置を表すもの x=rcos(t) y=rsin(t) xx+yy=r*r r=1+cos(t) r=sqrt(xx+yy) t=atan(y/x) https://bl.ocks.org/kjunichi/32b62f72d3db0a80d7fc js http://lite.runstant.com/?v=0.0.3#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 関連 0316 201603