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Inhalt
Index
Tangente bzw. Tangentialebene
Die Tangente an den Kreis
bzw. die Tangentialebene an die Kugel
im Berührpunkt
hat die Gleichung:
![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAaCAIAAAAxCktQAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAANFJREFUOE/NU8ERwyAMS7pLPx2BgZikA9BvpuiL7lKyC8XYxTKhDx69i59GsizFWXPOy0xdZsCEPSFhKaa5ogc7PnIzBQddF1JWAr0yx8fUxrRBTrpIEJHvdBCm0VJWgfQRXzcCNH00Fed99TmRK4u2BHYtApVtzfBoVWABwpfRP9BIsAEOdulNw0LCtWn1KRkDw3ytQp8Q8w8RqYcKwPd+QkufU7IL4W0djND/sL+eWz2i9w6Xdr1RzNv9gc3SGV+pOV4X4BpX8jFTJ/xF/7/SB28h7VoNtbGPAAAAAElFTkSuQmCC "embedded image (png)"){kind=small}
bzw. die Tangentialebene an die Kugel im Berührpunkt ![[image]](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAAaCAIAAADnr5E1AAAAAXNSR0IArs4c6QAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAANdJREFUOE/lVMkRwjAMTKiF8MhQgQtyPX5TBS/TARVkeETpxViSD8kYJvyYwc/Vake7UjKGEIbd77CbicTfYQ/RJT9vuxaMsR4yp7JDAEcNxpUqeGskJNksL8goCQ75CZSZbOsSC+fT8W2qkg2Pe1SZJ0UmsEgUl8mm9RVp5ohbLzUeUJDB88gC+pxg47hqc9xKmtJTDVn7ZY66MKGQM+nmMc2ovqxbTimxb9dLJ2qdHrZQJt05GJRW2KXaLgHtgaScB7wl0lDPxNNz9fbyUsa/+C6/+0M8AcG1ZdJcT23CAAAAAElFTkSuQmCC "embedded image (png)"){kind=small}
hat die Gleichung: bzw. die Tangentialebene an die Kugel im Berührpunkt hat die Gleichung: ![[image]](data:image/png;base64,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 "embedded image (png)"){kind=small}