Die Polare zum Punkt bzgl. des Kreises bzw. die Polarebene zum Punkt bzgl. der Kugel hat die Gleichung:
![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABMAAAAaCAIAAADaPfBTAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAANpJREFUOE/tlL0RAiEQhcFa1MCxAq4CM6vg2sHUEoxMhA6swDE46AX5WUY5d7kZQscNd97HLe/twb33rKtWXVSEfoQ0I/+uYRhPxoE1wVuirJJRI5QFgdWpwaSODUaTPgnfYFRmNqENb930CKr9do0HR5PudrmH44+HDzAfJnab2COnJWeF+UnSKlG7o2RoFHsaDiWwKiGk0sXmBonMOrsXMe0ySKSyEEi6BZ6KfYZAwHzqN0RJcz23diCfhZAug4xNZbfxz843AbY6i+ulraX8/w5RQUK//9V8AVbBjUEdCrADAAAAAElFTkSuQmCC "embedded image (png)"){kind=small}
bzgl. des Kreises ![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAaCAIAAAAxCktQAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAANFJREFUOE/NU8ERwyAMS7pLPx2BgZikA9BvpuiL7lKyC8XYxTKhDx69i59GsizFWXPOy0xdZsCEPSFhKaa5ogc7PnIzBQddF1JWAr0yx8fUxrRBTrpIEJHvdBCm0VJWgfQRXzcCNH00Fed99TmRK4u2BHYtApVtzfBoVWABwpfRP9BIsAEOdulNw0LCtWn1KRkDw3ytQp8Q8w8RqYcKwPd+QkufU7IL4W0djND/sL+eWz2i9w6Xdr1RzNv9gc3SGV+pOV4X4BpX8jFTJ/xF/7/SB28h7VoNtbGPAAAAAElFTkSuQmCC "embedded image (png)"){kind=small}
bzw. die Polarebene zum Punkt ![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA4AAAAaCAIAAAAIbfoLAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAMdJREFUOE/dk70NAjEMhX3MAhSICbIBHVNkntSMQEVD2IAJEMUluxjHDiRGCXdUSLh0Pv+8J2dARJgXi3lYon6OAsmS8LaxtjHW+SBAQRGDY9q4/IYhl1v/jkrjQpZZzNYOxPFG6Ha9bBtYofF8vALY/a4ipdpsVin3ktUfn1cqaHBGS3KWEjSGNdUOMKmiNkqhDfVlN9V1mnyaNeETL5bNCnfyKXvSO0tBL6fDJ/OlOKFRSIAx9jpyXl+UPgBtwfCff+uLz/0ApBUkjXT9WQwAAAAASUVORK5CYII= "embedded image (png)"){kind=small}
bzgl. der Kugel hat die Gleichung: bzgl. des Kreises bzw. die Polarebene zum Punkt bzgl. der Kugel hat die Gleichung: ![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}