Geradenspiegelung mal Geradenspiegelung: Unterschied zwischen den Versionen
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*m.g.* (Diskussion | Beiträge) (Die Seite wurde neu angelegt: <ggb_applet width="777" height="519" version="3.2" ggbBase64="UEsDBBQACAAIABdkkD0AAAAAAAAAAAAAAAAMAAAAZ2VvZ2VicmEueG1s5Vxbb5tIGH3e/gqEqr6FcLWxardq09qNlG4rJVutVitVA4zt2...) |
*m.g.* (Diskussion | Beiträge) (→Fall 1) |
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| (2 dazwischenliegende Versionen von einem Benutzer werden nicht angezeigt) | |||
| Zeile 1: | Zeile 1: | ||
| + | |||
| + | ==Fall 1== | ||
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| + | ==Fall 3== | ||
| + | Die beiden Geraden sind identisch. | ||
| + | |||
| + | == Fall 2== | ||
| + | <ggb_applet width="778" height="519" version="3.2" ggbBase64="UEsDBBQACAAIANBmkD0AAAAAAAAAAAAAAAAMAAAAZ2VvZ2VicmEueG1s3VvtbuO4Ff3dfQpCWOyPAlH4IVJUN55FJs4WA2S7i2a6KAYFBrLM2GxkySvJiZO3ah+kz9RLUrIl28nYToKxxz8i80NX5Dn3Xh5SztlP80mK7lRR6jzrecTHHlJZkg91Nup5s+rmRHo/vfvubKTykRoUMbrJi0lc9TzmU8/Uz/S77/50Vo7zexSntsvvWt33vJs4LZWHymmh4mE5Vqrq1MezuU51XDz8Ovi3Sqpy2eCMfMimM3hKVcygLpkMr3TZFE/tA6eprvr6Tg9VgdI86XmCw9Dh2++qqHQSpz0vwK6G9jy60ghVzLSO80I/5lllui+N30ANQqV+VIAINXVnp3aiZ2qWpHqo48xMxo4DOiF0r4fVuOeFoQSTSo/GMFZOQmctyfNieP1QVmqC5p9UkYNRiQ3QD65EJTelEsYFD+SuqV2yZtTdtaoqoKVE8VwtARsVetgAZb5/KN/n6XDRPM11Vl3E02pWWEpZXXVdPRj78KjCjPc8G6WqrqOA+Fglt4N8fu0wYM70x4epvcWOZzC6yNO8QIVBl0OH+jpwV9vHDHTRC9s+2PaobRiji3YSUdvDXgfuanulOnNDqydOmkkT3DxGl8hUGBTBExeTT+OBAmY9NMt0ddUUwANu66kSd8PfZpMBhEDbBxY2yWvZPDtd8Z6zW1VkKnU+kgG1s3xWojvji+5ZdiBDlegJFF1DDUls6PoHDMDVDtWoUM3AXQA5wGwrbvvhSvXZaTMIM4YSxppUkAlgPpWZiwnUCoKk5038ke+hYVyZWhMJqZooCJPK+oR1qQU2n7xFTshteDf+WbcvUYbmjf5hPSlOp+MYapoISOMHCPb2lKy9X/Jhd6JxBoDZWUDMTY0BQ8lUqWGd4Kraj9EUTNqoaOFtYSrRvO770PNOqPny6CpsHxdBJvTtc1lNr4NkDRxL1mLy//uPRQdunDXD9iMeRYxgKXkkpCSsznGpzW4TnTkQ0CSGUQmfSkYkZzgkYcSlAKAGZZ7OKnWdgBdkV3liZ9+A3iQnOwswwIOwnhjB1uyNnqtlwticEvcjk+Am3Jdkki3JJKvBX40hxjJVljZDVe1cFBdJi40n3QCTMOCMRpSTKArgC9/kF2STXzzNbtf1z9ddv5s3jsT3hc+lc37wTrqb9yf5ZBJnQ5TFE3jUhS4ScH9zozaLOoqxyRAoJgYth8SsahoSZ6w2sQY25CidLLBMvK095EWM4P352GpwoBhUdgdDy4sSoTluUg+u4/6xqZkTS4hpI3XVI2kxA9QXeo7Om/7nTa9zatJY6DNMJW4+IG3QOaufcR5AD9eXwwgXquOPzA2/dIsbuFKib3TyPOe/2ZjoUp6scf3+ea67gfV+rzWFUKdM7PVwYktIxjmnlDMZRJjsucp0Mb8CT9scZe/XkI+fR9447QLYeM8g23HFf0GMLZHF9cLG1xE2wBKfiZAQHHAcikjiNX35XIyuBIKewA4k0dXzpPw9r0AxrdASO1pACKCYGpZW6RnsQM/giOg5CXzBuQDRIkmIWUCZZQu2kqB/OGOwLEssmGzYIiEXmHLJhQhEFL0BW89lnIsDVrE7aNhQuPTCfPkSEdvFpv8tYMN92mTeSLweNpffAjaBzwMHTuAHOzrOqhZIH0Z5tpIDL1wO7LsUeLmWAmGHnKrklrhuynVLPpsyKJbhl5SDe2SD+MLYK6TKFlodocGZJZCTvTc8+HknK9XIlBYDUV9nNvsnf+xLFnU+dfYPAtz+BM7bwAM5bt0gXyn9WzdLjet/yCpVlMoeeKyfu9wqNTUHXr9mH4s4K825p+vTOs/Zkirjt8dFFvE57ZDCm82gEJ16p6xOIl/ysNXCjpes4ZFRZTiRHU5Es6qF3XracGVU8DKwwuPhauUk7b/rJ2lUkDCKmAzhLwmi4E1P0liz34j2O0frnkM84TNHd5L2rMZ4Wif8oosiLzbLhHhNH1z8EE/z8sfPZJczhOVNX1WhbVLn4LmdWMXkRaJrI5j9p8Ds7wNm/9DAXMh5wCx4dfAunwLvch/wLg8NvIXexyD3N8mxVxX/i9m7TUCrSFcA3bgp6N6uXLHeIiwKZptQF/baLHQY+mY2DTUixyVxdts5QC4No/bOIdplATwwNZocJWEnO+4fQp+Sb2X7cJSE7bqHAOHCW2+SMOGHzNg2QrO7pgyeEpzbrSgbRGfLLQ5guad+wAgnJMAykCGhgi3iM8QkChnHlAiOdzwW3UaEfgno/r5A9w8RaJBTgguKGWGRFEIw6iKL+jTkOJAsCGTEAh6+vty//BLSl/sifXmISFOfkEhIwSKzlhDZ4Aw71ZASyRimURjyN1OzC+FJVl2xrWqXYD+jbNum1LqpZKVqqXRfrne/5ur1tpr3KNdl82oq4DQwL00JjiLBwmaPGwkuI6gLOAhfk78fzRZYBgxCABI3tGAmDnlV3kr4HiVr4MqgYamABRbIEJJG7icexBc8wKCAQ0lkxCkNnZpivsRRGAWM80AGIjji/crwiGmjED1BRCJYLGggqCT1gQgDGinHRDATbs0uU/ghiCcREQg2GrDDfj+1xa9S6qNW6mP0Z/T0b1Mu9lbAhyMUVrSvfAPtuxHi/nYQ9/fWvocC8Zrq5W8gejdCfLkdxJd7i95DgfhN5K6aTwtIWOZNTz2fj2peQR6Ehp73wx+zvPrx++vPA/SvRBcJuv4cf+8qraEuehXc6XXN7JXpX+lXaLq8ij+qf3ZTJAyniovK/lwVWb3FfOLOwQM/7JxgkTaSX8aMdjD7OU5TRP+C+lqhgdJDlaG/qiI21xjNwKMHqEzGmWspdTJGOkMjlcUzNFQT9Nssu63Qp+2hpl8V6nVM600v94l4Aaasg+k1AKar6l5ntypFj/caEAT0NmC7PW7skHATK2elpMGw+6KQPwXiafsfeuy/sNX/w/fu/1BLBwg3YE6zjwgAAPU3AABQSwECFAAUAAgACADQZpA9N2BOs48IAAD1NwAADAAAAAAAAAAAAAAAAAAAAAAAZ2VvZ2VicmEueG1sUEsFBgAAAAABAAEAOgAAAMkIAAAAAA==" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "true" showAlgebraInput = "false" allowRescaling = "true" /> | ||
| + | [[Category:Elementargeometrie]] | ||
Aktuelle Version vom 16. Dezember 2010, 13:56 Uhr
Fall 1
Fall 3
Die beiden Geraden sind identisch.
Fall 2
