如圖,作OA垂直於OB且OA=OB,因為圓周角ADB=45度=1/2角AOB(圓心角=90度),即點D的軌跡是在以O為圓心根號2為半徑的圓周上,因此DC的最小值=CO-圓半徑=sqrt(OE^2+CE^2)-sqrt(2)=sqrt(1^2+2^2)-sqrt(2)=sqrt(5)-sqrt(2)
如圖,作OA垂直於OB且OA=OB,因為圓周角ADB=45度=1/2角AOB(圓心角=90度),即點D的軌跡是在以O為圓心根號2為半徑的圓周上,因此DC的最小值=CO-圓半徑=sqrt(OE^2+CE^2)-sqrt(2)=sqrt(1^2+2^2)-sqrt(2)=sqrt(5)-sqrt(2)
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