Tipp: Wahrscheinlichkeitsverteilung besteht aus zwei Listen

Tipp: Wahrscheinlichkeitsverteilung besteht aus zwei Listen
Ist eine Wahrscheinlichkeitsverteilung oder Häufigkeitsverteilung gegeben, so erzeugen Sie für jede Spalte eine eigene Liste.Die Daten(-liste) und die Wahrscheinlichkeiten(-liste) bzw. Häufigkeiten(-liste)[br][br]Bsp.: Entweder Eintippen in der Algebraansicht oder aus der Tabellenansicht erzeugen.[table][tr][td]Tippen:[br][br]Daten=B3:B8[br]Wahrscheinlichkeiten=C3:C8[br][/td][td][/td][td][img 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YxF1J5wT3TUeP0/tTFqottbnxYe48UfPHhw2LBhX/ziF7/whS8otnz/+98/deqU9qPKvDcoHgAJ4aB4Da3lWFdX9/zzz/t8Phv3RXGt4tMmeg3IfNYnbbrE995775xzzrE3e5Srr76aiLSRls1A8QBICB/Fx90YpAS1gjgyKdQsXkwVFb2FmkcfpZUraelSKiqivDxatIgqKmjRot5hyLQaTlERTZ2adcWzwHhcrQn/7rvvPvfcc3PmzHnOltLS0tmzZ8+dO1er3VteWaF4ACSEWys+WjsOBoNR12epFf+b39CyZbRyJS1ZQnfcQVOm9I4YPGsWjRtH5eW0ciWVl9Odd9LDD9Mrr9CKFTRrFk2fLpLiKfXpzhP9brA8LgBABqwVP3EiJR49jA/hME2cmE6Pml276PrracYMmjmTpk+nn/+cJkygp56ixx+niRPpxz+mwkKaOZMKC2nUKLr1VnrqKZo5k+65hx59VCTFR59oDbJh2VHS5rgAABmwVvysWdTczN9uepqbqbjYQvGNjY2J2qFaK/7TT2nKFHrsMZo2jaZOpcmT6Y9/pOnTado0+tOf6NFHaerU+FXTp9Ojj9Irr8Qm9otEIo2NjYzH5Ug2jqt/AIoS3/uNOy4AQAasFV9drZaXZ6Kd5JSXU3W1ag7I6/VaduumvkELIhEKBKirq/fl95Pf3/u+u9tulf7uQDAY9Hq9jMfliHuOCwCQAWvFd3UFnn2WFi+mpibOFZtwmJqbqbycnn2WurosAjp58mS0Q0728Pl8J0+elPm4AAAZsFZ8IBDo6gps2qQWF1NBAd19N7fXxIlUXEzV1aql3wOBgN/vb25u9vl8gUCAe+VEe/LT5/M1Nzf7/X6ZjwsAkIGEincQv9/f2trq9XobGxuPcqWxsdHr9Z48edLSd7IdFwAw4HGj4gEAAHABigcAgAELFA8AAAMWKB4AAAYsUDwAAAxYYorn25cDAACA48QU/+ijwSlT/I891jV1ajdeeGX26po6tWPq1NZp0z4/frw7G69Dhw6dNmJewhePx5PV/WcPj8fj8XRL+1q9erXTfwEniSleVdXoRKAAZEJPT09XV1dbW1tzc3OWDnHkyJEuI+YlfPF4PFndf/bweDweT0ja14oVK5z+CzhJTPFJp1oFgBFVVQOBwKlTp7xeb5YOYR5VLdvjrO3duzer+88ee/fu3buXpH0tW7bM6b+Ak8QUn6X/FYGEqKoaDAbb2tqampqydIijprGRzUv44vF4srr/7OHxeDwekvZVUVHh9F/ASaB4wB8o3lVA8U7/BZwEigf8YVE8S2HQZhsonh0o3um/gJNA8YA/7K14G8vbXwCgeHageKf/Ak4CxQP+sCi+tbW1o6ODEk9TRUQdHR2tra2WXx9Qiq+vLCwoKKvJ1u6dUfz8x4YbGF+0RjLF11cWFkTJ3p83CVA84I+N4jV3t7W1rVy5srq6uru7m0yW1z52d3dXV1evXLmyra3NvM1AUnxNWXYl4JziH5uf6OOAV7zxsp3li7gdUDzgj73iI5FIe3u7pu+6ujq/32/eg9/vr6ur0y4D7e3t5qL8AFJ8TVlBYWVNZWFBYWV9Vg7gCsV7Ntw7fPi98yVRvFnpNWUOOR6KB/yxL9Rosg4EAnV1datWraqrqwsEAqS7uWq5Km4nA0fxNWWa2/v+zR9XKH7+Y07VapxQvLXQ6+uzcw23BYoH/Elai4+WYmpra1etWlVTUxOdozwYDNbU1Kxataq2ttayjKMxYBQfM3vWHI9afBZOqj2OtdnNQPGAP4ydJonI7/fX1tZqBZlwOBwOh7UCTm1trVbAGeCdJusrC2MqyJbjXdGKX7MwT/pWvCNA8YA/jJ0mNX0Hg8GNGzcuX768urq6urp6+fLlGzdu1Br1Nv0mB4biDX0ustbzwhWK99D8e4cPv3cDFN/PQPGAP6n2i1dVtbq6uqKioqKiorq6WlVVkqJfvKENb7mAC1A87zOaFOvbrdm6n24LFA/4A8UzYdHUy4rjXaH4NQvzhg/PK9onh+LjJV9T5ljXeCge8AeFGgasu0pnwwXuuN3qjN8dU3zAWIZzpAEfCASgeF4oiuJ0CC4Ct1tdBQYwcPov4CRQPB+geD3oNOkqoHin/wJOAsXzAYrXw/jo06ZNm+wffdq0aVNgwD/6lH2geKf/Ak4CxfMBiteDAQxcBRTv9F/ASaB4PkDxepwahswDElAhN06ffidhUnxDaa6iZ9CQa36/6B0fDxnwoSpfiQ9w0rrDgb7VvndKx10yOEdRcgZfMq58X8BuV+ZscwZfMq5Ul23g8LpJw/v2tmhvJxFB8UYG6mDCnE5PfyNu5FyQPH3WVnxg3QRFGb+qqampqampfuOsUUNyLpxU25Zk7w2luUpuaQO3aG3Y98wwZVjR9t4AV948RBnyyN8DRES+1WNyckbM2PxJU9Mnm6fmRpfbYMj2k80zRuTk/LS8UVv190eGKENuXlnf1PTJmvwhyrn5VW0ExRuJKv7YsWP2W4o1JUiap8NpxI2cC5Knz1yoqcpXlPyq6MfArhkXKRfNSnLu+lHxcYdqWz1GOfeRv5Oma+2dcbktcdnumvEN5aflx4h6LyXP7IvtLWdiLUHxRlRVDQQC9ooXcWK/jE6Kc4gbORckTz9dxWuu05wa8G5b9PtrhgxSjJUQXfWkz72dexeN+/YgrZIy5S2fbqsRpVXl4749SFFyBg/vXZMacYoPrJvQK18jFoq3ug7FZbvvmWHKiBcPEmm2j24dOwoUrycSiQSDwVOnTnm93lAolI1DQPHsiBs5FyRPP33Fx5Y0lOYq1xa/+0lTXyVkynYios7jTduLtOpJc1uAiBrLf5pz7k/n7mxqaqp/acy5vbWPQNvOomFKzqAfa6WUjQ9epJz7wFtxpZT4+rj5t4FB1J17nxmRY1GQCXhXjjEtD7Q19wZonW3Auy5/SKxQs2vGRUruk3s7jUeB4vVoim9vb29paens7MzGIaB4dsSNnAuSp89D8YG25qbjff8fG1Rr+OCZdZHOzLraR0Npbqz2oft1oCPQ1txkIN7J8ReBc4bP2t5msfqc61+sZ1BO3P3bCye8djR6vMDRFaPP6T3K6BW9y6H4OEKhUGdn54kTJz777LNwOMx9/1A8O+JGzgXJ0+eheAocXjfpmgsH55ia2AbFx3d7iW5nrJSkWb9vKM2N3W7VbpHqm+u91wjdr4ek2fbdbtXu3vZ9y1c18cJBfTdvZ4zIGZJf5SMo3kgkEtHuuLa3t/t8vs8++6yjo4Ov6KF4dsSNnAuSp59ZLV5re2+fMkTp7bLS1LS9aJiN4mPa1DXFGRSfYqGGEhfjdb8eUsg2Wow/+OII5RszdpmOCsXHEYlEQqFQd3d3e3v7iRMnWlpavF7vsWPHjh071pQZXq+3paUFimdH3Mi5IHn6HHrUNJTm6qxnuB1p8O6uGd/Q2zEGg+LZCjXxilfyq4gOLv3VN3+xMLri74+cm6bic0sb4otKdKz8p9rdWyg+Dq0zTCgUCgaDnZ2d7e3tp06dauPBqVOn2tvboXh2xI2cC5Knz6NffO3EHCX3yZ1NTU31ayZelqNrYh98cYRy7oRXPtFK9Y3lP+3roN70yebS306p0r5v1GaahRpDv3hDX3bPrIt6O7LHdXHvS818u9WQrbGbvWfWRcqQUaWbPzEuh+LNaJZXVVUTfTAYDAQCwYzRdpKh4usrC1Md4FVcU4gbORckT5/L062+t6YMH5yjKIO+Pa68qnSEEmsB+6omXpijKIOuX3qQSPeYqTJoyDWT1nzSaajQ51fFfWLGVOY3PJEa8NbN/Nm3B8Uv1menv6aYikLGh2UDh9dN0nqI6pdD8YnQOrZHdc+FSCSSvuJjo3hD8VIgefoYo4YPUHw/k2mhpr6yEIqXA8nTh+L5AMX3M1A8O+JGzgXJ04fi+QDF9zNQPDviRs4FydOH4vkAxfczUDw74kbOBcnTh+KBkEDx7IgbORckTx+KB0ICxbMjbuRckDx9KB4ICRTPjriRc0Hy9KF4ICRQPDviRs4FydOH4oGQYAADdsSNnAuSpw/FAyGB4tkRN3IuSJ4+FA+EBIpnR9zIuSB5+lA8EBIonh1xI+eC5OlD8a6gasOmsePu/N0dkzZv3u50LGIAxbMjbuRckDx9KN4VjB135/btu+rqNv/ujklOxyIGUDw74kbOBcnTh+Jdwfn/57vhcDgY7Bn6tWHBYNDpcAQAimdH3Mi5IHn6ULwrOO/8S+PeAHssFe8BABiB4l0BFJ8qCRRP2XtVVFQ4nXSaeDweRSHJX9ICxbsCveLvK5jy0MPTPXv3ffDh/o8++tjZwFwLFM8OFA/FQ/EOo1f82r9Wv/p/1z/08PQbfn7zyBvGzp1X/tFHH8P1cUDx7EQVLycy505QvEswF2rOO/9Sv9/v9bZcmXv9yBvGjrxh7AtlS5wL0HVA8exA8dLmTlC8SzAr/pvfGR5d0tnZ1dLiG3bFT5wJzpVA8exA8dLmTlC8S7BRvN71/R+Ya4Hi2YHipc2doHiXENX30K8N09788JobtTdQvCVQPDtOKr4qX1GU3NKGpBs2lOYqipJfxT+ETHKvymcMiXnDfiem+LvvJrz6+XXXXUHtTVTfLS0+7U17+xntzZatO7Q3551/qeMBu+cFxbOTUPFV+YqebDjKhYqPyzpx8lX5iqLklzY0JPpq7DsNDVWludkJP1PQineGjTVv3XLrH4Z+bVjx7BeCwSBLCx2teD1QPDuWitdspZNUaW62NM9EUsVrwk0jPEvFG6862sGNy6ryjUuSnrCG0ly2q1n/AsU7wy23/mHL1h3t7Wf+d8bT5w+9HIpPlUwUv6Zo/PA+7p0vpeItG9eOOspRxZt3H380phOWdojZBIp3hrwxd7yz4z3t/fbtu37ww18k/QoUrydtxa8pGj98+GPztY/zHxs+fHzRGukUn8BFFh7Tlyb6vmDazMaH5l32tn41YmuiitcdsW+Xhq+kfBViU7zxEmPZhE9+wtzYkIfineH112u+d+V1//rXCe1j9I0NULyedBW/ryhveF7Rvr6PG+5lbsgPIMUzmsiwmV6Bcd/XpBxn696PcRI0ftTXPqIaT3QhyXIr3qD4+GMxq9uFjofiHaN0zsJfjb49GOxh2TgY7Bn61WHZDkkgONXi5VQ80z1Qk610CwwKrMpXcktL843m7vtgOJRZgLEdmQs1VheS/inUmA7FfNPYhbUaKN5JCmc8/afHZrFsqT3mmt1ohIKL4uffO3x43sI10tXiWYxlURvX6Uv3tqE0V8mvaijN1TfcjQ313k+2TVz745k+pQCL4s1XojQV775mPBTvMI9OnvHy6rVJN1v71+r7Cqb0QzyikLni1xSNZy/ED2zFG/oC6issFugaurmlDX2Gj/1bk5xRzNZFGyP9rPhEeUVDMf/YSHLCEqbhMFC8w3zw4f6vfv2qgweP2G826r9/u2vX+/0TkhBkqvhUbrQOOMUnamraFNEtN82voljrvc/xVfmmnikuVLxdQ9t8elhOWMI0HAaKd56Xlq0eecPY6LNOZpavfJWxniMPGSl+zcK8VLpLDjjFJ9Kl3ljJXNXr+KpYDV5zu9HwohRqUgvFuCXTxcA5oHhXUDz7he//4Gcffhj/X0Y4HH72ufnnD738wIGDjgTmWtJXfFp+H2CKt+tVkrgibd44NzdXt5eqfCU3Pz/XsN8kt1tjVR0XKd7qUAwnLLMoswYU7xZeXr32q1+/6n9nPL1rt+fAx4e2b9+1aPGKG35+87TpxSdOtDodnetIW/Hz7x0eD9sd1wGleKsHOq0f1zR+Nt2DNDfZbavYxo+mjph2ik+7fZy64i1FzXDC3NiIh+LdRHe3f2l55a9G337tdXljx91Z9ETJBx/udzool4IBDNhJPAxZ3J1HCzcZt8jNLY13fBLBpf7oU+L9m7rOs5GG4k2PPhm+m/iEudDwUDwQEyieHQwmnHruaRVcjJ2JXAIUD4QEimcHik8n90QNeZ7f6A+geCAkUBCgPcsAAA/sSURBVDw7UHx6uafUkndlC54IigeCAsWzI7niM0HXJ9SW6INf7gOKB0ICxbMjreK1rKMvOYHigZBA8exA8XKmrwHFAyGxVHxFlvEIS5zsZHiRSfFO/xGcAYoHQmKp+EA28Xg8TiedJh4ovm+JhEDxQEigeHbEjTxDoHiC4oGgQPHsiBt5hkDxBMUDQYHi2RE3ci5Inj4UD4QEimdH3Mi5IHn6UDwQEiieHXEj54Lk6UPxQEigeHbEjZwLkqcPxQMhgeLZsY5cP6hvklGEzY/mGwbVdemT+31YpW8Y0ThZ/IwbW4yW7wageCAkUDw7FpGbJ2PSu8k4drumrgST9VnMlOE2TOkbR3VPMtgY68Z9Fz3XnQkoHghJJoqvryws6KWwsl5CxZtmrrBwuml+p4QT/rlvRmojcelbT8aXwMysG1flK0purisvdlA8EJK0FV9fWVhQUFajfagpi72XR/EWcxPpFyWaubR3kQjzlRqIS98crc1cTWwbx6Yqh+IB4EPaiq8p0zfdU3D8wFG8lYpiLrNqlJuuAKZWvOvMFsOYfqLrm+U1imnj6EjxUDwA3EhX8fX1+spMTRl7rWbgKN7KybrmqkWj3KIgnbBu4zqyq3jdJlA8ANzI7HZrrBrPXowfOIpPOGe2Jq5EE2UnmmTbzXonyq7iDRtA8QBwg0+PGmPVRhrFx3eD6esNYt2Hps/mCdrtrm/GZ1Hxxh88UDwA3ODUabK+slC+WryGrmt7bmlDfHVG3xc8v0qnOgsfurwYnzXFxysdigeAG2nX4isL9Q33uI8yKd5AEkvHV+oTF/JdSLZ61Bge/zLiJs9D8UBI+HWalO92qxl2wydsxQuj+Kz0i4+ucpXdiQiKB4KSSaGmpqxA7kef4rBXk0ngcb0mXf94a2pPt8ZLPYVHYaF4ALiBAQzYsYjcMOyKWVrGGoTZWkm+7i5SG6MmYfk9ea5QPADcgOLZETdyLkiePhQPhASKZ0fcyLkgefpQPBASKJ4dcSPnguTpQ/FASKB4dsSNnAuSpw/FAyGB4tkRN3IuSJ4+FA+EBIpnR9zIuSB5+lA8EBJLxXsAAEageCAkaMWzI27kXJA8fSgeCAkUz464kXNB8vSheCAkUDw74kbOBcnTh+KBkEDx7IgbORckTx+KB0ICxbMjbuRckDx9KB4ICRTPjriRc0Hy9KF4ICRQPDviRs4FydOH4oGQQPHsWEeuHyLXYgRc/XjC5gF07de6C6v0WccH7kPLN9FAwfZrHQaKB0ICxbNjEblhaHPTpB7GWUDipgBJstZ9mNJPYZYP47XAJHH7te4AigdCwkPxNWUFBayTcw8oxZumvbCwtl56hguC/VoXEpd+SnP1GbZJvJGbTwEUD4Qkc8X3Tu8noeITTWzUu8iiWRs/PXfCtW4kLv2Upuc2fguKB6C/yFTxNWUFBWVlZVIq3kpIMfFZTbYdk6D9WldiTD/hxH321ygoHoB+JTPF11cWFhRW1tfIqXgrJdu303XfsF/rRqB4KB6IRyaK7xV8b1NePsVbGElvOQvj6b5gv9aNQPFQPBCP9BUfFby8io/vQ9PXBdK6l0xftxHD/daEa90HFA/FA/FIW/F6rUureCJD1/bc0ob4+ou+O2B+VbwX7de6DCgeigfikabi6ysLC8wwaX6gKd5AEkvb95lBjxooHgDOcHn0SepWvJ6BbHj0i4figYBA8ewki9xeUPZlDJYih8Ok9nRrgqsdFA9Av4IBDNixiNzw5L1Z0fohaMzusl/rOlIbowaKB8ANQPHsiBs5FyRPH4oHQgLFsyNu5FyQPH0oHggJFM+OuJFzQfL0oXggJFA8O+JGzgXJ04figZBA8eyIGzkXJE8figdCAsWzI27kXJA8fSgeCIml4j0AACNQPBAStOLZETdyLkiePhQPhASKZ0fcyLkgefpQPBASKJ4dcSPnguTpQ/FASKB4dsSNnAuSpw/FAyGB4tkRN3IuSJ4+FA+EBIpnR9zIuSB5+lA8EBIonh1xI+eC5OlD8UBIoHh2EkbeO6Su5WjviYfbTb7WMNyw42PsWqWfJH49xqGT41OyX+sGoHggJFA8OxaRG8xkVpztpBlJ1hoXuGBeV1P6SeKPw35OKJYZo5wFigdCkoHi4+dvZZz3aUApvhfrOZvsp75LMjGeyZgNpbnOTgsVl36KE/vZX6NccAVLBhQPhCRDxTNP5yej4u0nsLZfa+E8p+d2jUs/xem57a9Qjl+/kgPFAyHJQPE1ZQWFlfVQPCVQvIXxdNvZr7XyudOz3hnTTxK/CbGnJicoHghK+oo31mnYm/NQvIyK1zbPz8+1vHNhv9YdQPFASDJTfF8rvqasgLlFD8VLq/i4Ow2xTe3XugMoHghJBoqv1yld73soXrcQitcw3Yo1ZGO/1h1A8UBIeHWarCljLdZA8TIq3oxoxXkoHghJ2oo3ttvRikePGrseNeZV+lNmv9YlQPFASFCLZwf94vUfU+sXb/1gl75Qk3itO4DigZBkVKipKUOPGiJK3OiU+OnW+ICN0o6/oWq/1hVA8UBIMIABO6krProqUVfAgTtGTcJafaJ07Nc6DxQPhASKZ0fcyLkgefpQPBASKJ4dcSPnguTpQ/FASKB4dsSNnAuSpw/FAyGB4tkRN3IuSJ4+FA+EBIpnR9zIuSB5+lA8EBIonh1xI+eC5OlD8UBILBXvAQAYgeKBkKAVz464kXNB8vSheCAkUDw74kbOBcnTh+KBkEDx7IgbORckTx+KB0ICxbMjbuRckDx9KB4ICRTPjriRc0Hy9KF4ICRQPDviRs4FydOH4oGQQPHsJIy8d5BE/iNN2u+6n7FKP2n8cWhDZ1qOI6kfVdMV+cYBxQMhgeLZsYg8iZcyGS/edcozpZ9kvHvztomHCjaMFx83WbdLgOKBkGSo+DQmBRlQiu8lC7M+2e/aCeLST23WJ/02po1MObon6RhQPBCSDBRfX1mYymxP8ik+k7lbk+zaCeLST2nuVuO3LHM0XS1ckXQMKB4ISfqKrylLR/ASKT7hvEf5VUnXJlnoCMb0WeOPw1Lxpon8XDCNoQkoHghJ2oqvrywsKCwrK0x58lYoHopnqcW7IWU9UDwQkrQVX1NWUFBQWFkf9X30AxSvWwjFG0mg+NjXXXN3OR4oHghJRorXSb2+spDR8VA8FJ/knrJ7ctYBxQMhyaxQA8VrQPHRRWko3uJ7LizGQ/FASDJSvK4AH9eoh+IJPWqssFJ8wmVuyDoKFA+EJINOkzqrp9J/Uh7Fo1+8mVRa8a7IOgoUD4Qks0efYk8+Md5rlUrxmT3dmmTX/U9qT7cmaNJb1+Ljek268vFWKB4ICQYwYCd1xUdXJeopknyMFxcrnuziT0nx8XtyR8JGoHggJFA8O+JGzgXJ04figZBA8eyIGzkXJE8figdCAsWzI27kXJA8fSgeCAkUz464kXNB8vSheCAkUDw74kbOBcnTh+KBkEDx7IgbORckTx+KB0JiqXgPAMAIFA+EBK14dsSNnAuSpw/FAyGB4tkRN3IuSJ4+FA+EBIpnR9zIuSB5+lA8EBIonh1xI+eC5OlD8UBIoHh2xI2cC5KnD8UDIYHi2RE3ci5Inj4UD4QEimdH3Mi5IHn6UDwQEiienYSR9w6Ey30wYcNax4dPt0o/+WDIRrSB4R1PJR2geCAkUDw7FpFrykqouEymBDGOrO6CYeNN6TNNaaLf1jVXq3SA4oGQpKv42HxPMTB3q8XSNCf2M0+dkXAyjf4iLn1+E/uJARQPhIRTK76mDHO38pye22LOJJbJr7NKXPr8pucWAygeCAkXxacgeIkUn0jT2nb2ay1wXI7G9FOOX8PxLNIGigdCwkHxKQkeik9P8a6rxUPxAIhAxoqvryxkLMJD8Wkr3gWCh+KheCAimSo+ZcND8Skr3iVahOKheCAeGSo+dcND8akp3hUNeCKC4qF4ICIZKj7FOrxUis+kR41hvy4xInrUQPFAPDJTfBqNeIkUn0m/+L7P7mjAExH6xUPxQEQyU3wajXiJFJ/R062uasATUapPtyZo0kPxAPQrGMCAndQVH12V8hg1hpER9DjXqE9tjBooHgA3AMWzI27kXJA8fSgeCAkUz464kXNB8vSheCAkUDw74kbOBcnTh+KBkEDx7IgbORckTx+KB0ICxbMjbuRckDx9KB4ICRTPjriRc0Hy9KF4ICSWivcAAIxA8UBI0IpnR9zIuSB5+lA8EBIonh1xI+eC5OlD8UBIoHh2xI2cC5KnD8UDIYHi2RE3ci5Inj4UD4QEimdH3Mi5IHn6UDwQEiieHXEj54Lk6UPxQEigeHbEjZwLkqcPxQMhgeLZSRh575C6PAcTJqK4EYUdH4HXKn37+FPa2JCsa+ZBiQHFAyGB4tmxiDyJl/hNCeKCcdZN6dtnRylsHDfevguSNQPFAyHJRPH1lYUFfbDP/TSgFN8L/4n9TJZzfpruuPRTmtjPdmNzas4nawaKB0KSvuJrygqi87bq30PxfWQyPbd5reNN27j0U5qe23Zji/Z/kp8ETgDFAyFJW/HGmblTmMRVGsVbGE+3nf1aCxy3njH9lOJPNVm04gHgRPqteL3j0YrPtuIbSnOddl7/Kd7xHyxWQPFASDK73VpTplXiWfUOxaeoeP3tXKcbtf2leFcKHooHgoJaPDuOt+KdFV+/KN6NJRoNKB4ISdqKj6u+sxfjofj0avE2NzP7h35QvEsb8EQExQNBSVfx9ZWFUHwU7j1qUr4A9ANZ61Gj38aVDXgiguKBoGTUoyZanIkXPhQfXZpJv3hWgfYPWesXH93ArQ14IoLigaDg0Sd2UlU8h6dbo58db8On+nRrvNRtN3Z5A56IoHggKBjAgJ3UFR9dlahTjEjDtqQ2Rk3CUpN5Y8NyPa5q1EPxQEigeHbEjZwLkqcPxQMhgeLZETdyLkiePhQPhASKZ0fcyLkgefpQPBASKJ4dcSPnguTpQ/FASKB4dsSNnAuSpw/FAyGB4tkRN3IuSJ4+FA+ExFLxHgCAESgeCAla8eyIGzkXJE8figdCAsWzI27kXJA8fSgeCAkUz464kXNB8vSheCAkUDw74kbOBcnTh+KBkEDx7IgbORckTx+KB0ICxbMjbuRckDx9KB4ICRTPjriRc0Hy9KF4ICRQPDviRs4FydOH4oGQQPHsiBs5FyRPH4oHQsJp1if2SZ+geFGRPH0oHggJl7lbU5m6FYoXFcnTh+KBkKSr+PrKwujk3IFAoKZM6um5pUDy9KF4ICTpKr6mrECv+DjjQ/EDEMnTh+KBkHBqxUPxAx/J04figZBkVovvq83UlBUUQPEDHMnTh+KBkGTSo6amLNqhphKt+AGP5OlD8UBIOPWLx+3WgY/k6UPxQEi4KD6FSjwULyySpw/FAyHJQPGxOg2736F4cZE8fSgeCAkGMGBH3Mi5IHn6/x9u/VYIpM7ioAAAAABJRU5ErkJggg==[/img][br][/td][/tr][tr][td]ergibt:[/td][td][/td][td][img 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[/img][/td][/tr][tr][td][/td][td][/td][td][/td][/tr][tr][td][/td][td][/td][td][/td][/tr][/table][br][br][table][tr][td]Maus:[/td][td][/td][td][/td][/tr][tr][td]Daten in Tabelle markierenRechte Maus[br]Erzeugen -> List[/td][td][img 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[/img][/td][td][/td][/tr][tr][td]Nun erscheint in der Algebraansicht der Eintrag[br][br]Diesen gegebenfalls umbenennen zu "Daten"[br]durch einen Doppelklick auf Liste1[br][br][/td][td][img 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[/img][br][/td][/tr][tr][td]Entsprechend verfahre für die Wahrscheinlichkeiten.[br][/td][td][br][/td][/tr][/table]

Information: Tipp: Wahrscheinlichkeitsverteilung besteht aus zwei Listen