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",[569,1032,1034,1048],{"className":1033},[572],[569,1035,1037],{"className":1036},[576],[578,1038,1039],{"xmlns":580},[582,1040,1041,1046],{},[585,1042,1043],{},[677,1044,1045],{},"4",[592,1047,1045],{"encoding":594},[569,1049,1051],{"className":1050,"ariaHidden":599},[598],[569,1052,1054,1057],{"className":1053},[603],[569,1055],{"className":1056,"style":699},[607],[569,1058,1045],{"className":1059},[612]," Stellen, jede Stelle ist eine Ziffer von ",[569,1062,1064,1078],{"className":1063},[572],[569,1065,1067],{"className":1066},[576],[578,1068,1069],{"xmlns":580},[582,1070,1071,1076],{},[585,1072,1073],{},[677,1074,1075],{},"0",[592,1077,1075],{"encoding":594},[569,1079,1081],{"className":1080,"ariaHidden":599},[598],[569,1082,1084,1087],{"className":1083},[603],[569,1085],{"className":1086,"style":699},[607],[569,1088,1075],{"className":1089},[612]," bis ",[569,1092,1094,1108],{"className":1093},[572],[569,1095,1097],{"className":1096},[576],[578,1098,1099],{"xmlns":580},[582,1100,1101,1106],{},[585,1102,1103],{},[677,1104,1105],{},"9",[592,1107,1105],{"encoding":594},[569,1109,1111],{"className":1110,"ariaHidden":599},[598],[569,1112,1114,1117],{"className":1113},[603],[569,1115],{"className":1116,"style":699},[607],[569,1118,1105],{"className":1119},[612],":",[569,1122,1125],{"className":1123},[1124],"katex-display",[569,1126,1128,1162],{"className":1127},[572],[569,1129,1131],{"className":1130},[576],[578,1132,1134],{"xmlns":580,"display":1133},"block",[582,1135,1136,1159],{},[585,1137,1138,1141,1143,1150,1152,1154,1156],{},[588,1139,1140],{},"N",[832,1142,848],{},[850,1144,1145,1148],{},[677,1146,1147],{},"10",[677,1149,1045],{},[832,1151,848],{},[677,1153,1147],{},[681,1155,683],{},[677,1157,1158],{},"000",[592,1160,1161],{"encoding":594},"N = 10^4 = 10\\,000",[569,1163,1165,1185,1234],{"className":1164,"ariaHidden":599},[598],[569,1166,1168,1172,1176,1179,1182],{"className":1167},[603],[569,1169],{"className":1170,"style":1171},[607],"height:0.6833em;",[569,1173,1140],{"className":1174,"style":1175},[612,613],"margin-right:0.109em;",[569,1177],{"className":1178,"style":932},[706],[569,1180,848],{"className":1181},[936],[569,1183],{"className":1184,"style":932},[706],[569,1186,1188,1192,1195,1225,1228,1231],{"className":1187},[603],[569,1189],{"className":1190,"style":1191},[607],"height:0.8641em;",[569,1193,679],{"className":1194},[612],[569,1196,1198,1201],{"className":1197},[612],[569,1199,1075],{"className":1200},[612],[569,1202,1204],{"className":1203},[956],[569,1205,1207],{"className":1206},[960],[569,1208,1210],{"className":1209},[964],[569,1211,1213],{"className":1212,"style":1191},[968],[569,1214,1216,1219],{"style":1215},"top:-3.113em;margin-right:0.05em;",[569,1217],{"className":1218,"style":976},[975],[569,1220,1222],{"className":1221},[980,981,982,983],[569,1223,1045],{"className":1224},[612,983],[569,1226],{"className":1227,"style":932},[706],[569,1229,848],{"className":1230},[936],[569,1232],{"className":1233,"style":932},[706],[569,1235,1237,1240,1243,1246],{"className":1236},[603],[569,1238],{"className":1239,"style":699},[607],[569,1241,1147],{"className":1242},[612],[569,1244],{"className":1245,"style":707},[706],[569,1247,1158],{"className":1248},[612],[565,1250,1251,1252,1281,1282,1310],{},"Eine Münze wird ",[569,1253,1255,1269],{"className":1254},[572],[569,1256,1258],{"className":1257},[576],[578,1259,1260],{"xmlns":580},[582,1261,1262,1267],{},[585,1263,1264],{},[677,1265,1266],{},"3",[592,1268,1266],{"encoding":594},[569,1270,1272],{"className":1271,"ariaHidden":599},[598],[569,1273,1275,1278],{"className":1274},[603],[569,1276],{"className":1277,"style":699},[607],[569,1279,1266],{"className":1280},[612],"-mal geworfen. Jeder Wurf hat ",[569,1283,1285,1298],{"className":1284},[572],[569,1286,1288],{"className":1287},[576],[578,1289,1290],{"xmlns":580},[582,1291,1292,1296],{},[585,1293,1294],{},[677,1295,686],{},[592,1297,686],{"encoding":594},[569,1299,1301],{"className":1300,"ariaHidden":599},[598],[569,1302,1304,1307],{"className":1303},[603],[569,1305],{"className":1306,"style":699},[607],[569,1308,686],{"className":1309},[612]," Ausgänge:",[569,1312,1314],{"className":1313},[1124],[569,1315,1317,1344],{"className":1316},[572],[569,1318,1320],{"className":1319},[576],[578,1321,1322],{"xmlns":580,"display":1133},[582,1323,1324,1341],{},[585,1325,1326,1328,1330,1336,1338],{},[588,1327,1140],{},[832,1329,848],{},[850,1331,1332,1334],{},[677,1333,686],{},[677,1335,1266],{},[832,1337,848],{},[677,1339,1340],{},"8",[592,1342,1343],{"encoding":594},"N = 2^3 = 8",[569,1345,1347,1365,1409],{"className":1346,"ariaHidden":599},[598],[569,1348,1350,1353,1356,1359,1362],{"className":1349},[603],[569,1351],{"className":1352,"style":1171},[607],[569,1354,1140],{"className":1355,"style":1175},[612,613],[569,1357],{"className":1358,"style":932},[706],[569,1360,848],{"className":1361},[936],[569,1363],{"className":1364,"style":932},[706],[569,1366,1368,1371,1400,1403,1406],{"className":1367},[603],[569,1369],{"className":1370,"style":1191},[607],[569,1372,1374,1377],{"className":1373},[612],[569,1375,686],{"className":1376},[612],[569,1378,1380],{"className":1379},[956],[569,1381,1383],{"className":1382},[960],[569,1384,1386],{"className":1385},[964],[569,1387,1389],{"className":1388,"style":1191},[968],[569,1390,1391,1394],{"style":1215},[569,1392],{"className":1393,"style":976},[975],[569,1395,1397],{"className":1396},[980,981,982,983],[569,1398,1266],{"className":1399},[612,983],[569,1401],{"className":1402,"style":932},[706],[569,1404,848],{"className":1405},[936],[569,1407],{"className":1408,"style":932},[706],[569,1410,1412,1415],{"className":1411},[603],[569,1413],{"className":1414,"style":699},[607],[569,1416,1340],{"className":1417},[612],[565,1419,1420,1421,1449,1450,1479,1480,1508],{},"Ein Kennzeichen-Teil besteht aus ",[569,1422,1424,1437],{"className":1423},[572],[569,1425,1427],{"className":1426},[576],[578,1428,1429],{"xmlns":580},[582,1430,1431,1435],{},[585,1432,1433],{},[677,1434,686],{},[592,1436,686],{"encoding":594},[569,1438,1440],{"className":1439,"ariaHidden":599},[598],[569,1441,1443,1446],{"className":1442},[603],[569,1444],{"className":1445,"style":699},[607],[569,1447,686],{"className":1448},[612]," Buchstaben (",[569,1451,1453,1467],{"className":1452},[572],[569,1454,1456],{"className":1455},[576],[578,1457,1458],{"xmlns":580},[582,1459,1460,1465],{},[585,1461,1462],{},[677,1463,1464],{},"26",[592,1466,1464],{"encoding":594},[569,1468,1470],{"className":1469,"ariaHidden":599},[598],[569,1471,1473,1476],{"className":1472},[603],[569,1474],{"className":1475,"style":699},[607],[569,1477,1464],{"className":1478},[612]," Möglichkeiten) und danach ",[569,1481,1483,1496],{"className":1482},[572],[569,1484,1486],{"className":1485},[576],[578,1487,1488],{"xmlns":580},[582,1489,1490,1494],{},[585,1491,1492],{},[677,1493,686],{},[592,1495,686],{"encoding":594},[569,1497,1499],{"className":1498,"ariaHidden":599},[598],[569,1500,1502,1505],{"className":1501},[603],[569,1503],{"className":1504,"style":699},[607],[569,1506,686],{"className":1507},[612]," Ziffern. Hier sind die Stellen verschieden, man multipliziert die einzelnen Anzahlen:",[569,1510,1512],{"className":1511},[1124],[569,1513,1515,1555],{"className":1514},[572],[569,1516,1518],{"className":1517},[576],[578,1519,1520],{"xmlns":580,"display":1133},[582,1521,1522,1552],{},[585,1523,1524,1526,1528,1534,1536,1542,1544,1547,1549],{},[588,1525,1140],{},[832,1527,848],{},[850,1529,1530,1532],{},[677,1531,1464],{},[677,1533,686],{},[832,1535,834],{},[850,1537,1538,1540],{},[677,1539,1147],{},[677,1541,686],{},[832,1543,848],{},[677,1545,1546],{},"67",[681,1548,683],{},[677,1550,1551],{},"600",[592,1553,1554],{"encoding":594},"N = 26^2 \\cdot 10^2 = 67\\,600",[569,1556,1558,1576,1624,1671],{"className":1557,"ariaHidden":599},[598],[569,1559,1561,1564,1567,1570,1573],{"className":1560},[603],[569,1562],{"className":1563,"style":1171},[607],[569,1565,1140],{"className":1566,"style":1175},[612,613],[569,1568],{"className":1569,"style":932},[706],[569,1571,848],{"className":1572},[936],[569,1574],{"className":1575,"style":932},[706],[569,1577,1579,1582,1585,1615,1618,1621],{"className":1578},[603],[569,1580],{"className":1581,"style":1191},[607],[569,1583,686],{"className":1584},[612],[569,1586,1588,1592],{"className":1587},[612],[569,1589,1591],{"className":1590},[612],"6",[569,1593,1595],{"className":1594},[956],[569,1596,1598],{"className":1597},[960],[569,1599,1601],{"className":1600},[964],[569,1602,1604],{"className":1603,"style":1191},[968],[569,1605,1606,1609],{"style":1215},[569,1607],{"className":1608,"style":976},[975],[569,1610,1612],{"className":1611},[980,981,982,983],[569,1613,686],{"className":1614},[612,983],[569,1616],{"className":1617,"style":875},[706],[569,1619,834],{"className":1620},[879],[569,1622],{"className":1623,"style":875},[706],[569,1625,1627,1630,1633,1662,1665,1668],{"className":1626},[603],[569,1628],{"className":1629,"style":1191},[607],[569,1631,679],{"className":1632},[612],[569,1634,1636,1639],{"className":1635},[612],[569,1637,1075],{"className":1638},[612],[569,1640,1642],{"className":1641},[956],[569,1643,1645],{"className":1644},[960],[569,1646,1648],{"className":1647},[964],[569,1649,1651],{"className":1650,"style":1191},[968],[569,1652,1653,1656],{"style":1215},[569,1654],{"className":1655,"style":976},[975],[569,1657,1659],{"className":1658},[980,981,982,983],[569,1660,686],{"className":1661},[612,983],[569,1663],{"className":1664,"style":932},[706],[569,1666,848],{"className":1667},[936],[569,1669],{"className":1670,"style":932},[706],[569,1672,1674,1677,1680,1683],{"className":1673},[603],[569,1675],{"className":1676,"style":699},[607],[569,1678,1546],{"className":1679},[612],[569,1681],{"className":1682,"style":707},[706],[569,1684,1551],{"className":1685},[612],[560,1687,1689],{"id":1688},"typische-fehler","Typische Fehler",[648,1691,1692,1803,1992],{},[651,1693,1694,1695,1802],{},"Basis und Exponent vertauschen. Bei der PIN ist ",[569,1696,1698,1730],{"className":1697},[572],[569,1699,1701],{"className":1700},[576],[578,1702,1703],{"xmlns":580},[582,1704,1705,1727],{},[585,1706,1707,1713,1715,1717,1719,1722,1724],{},[850,1708,1709,1711],{},[677,1710,1045],{},[677,1712,1147],{},[832,1714,848],{},[677,1716,679],{},[681,1718,683],{},[677,1720,1721],{},"048",[681,1723,683],{},[677,1725,1726],{},"576",[592,1728,1729],{"encoding":594},"4^{10} = 1\\,048\\,576",[569,1731,1733,1781],{"className":1732,"ariaHidden":599},[598],[569,1734,1736,1740,1772,1775,1778],{"className":1735},[603],[569,1737],{"className":1738,"style":1739},[607],"height:0.8141em;",[569,1741,1743,1746],{"className":1742},[612],[569,1744,1045],{"className":1745},[612],[569,1747,1749],{"className":1748},[956],[569,1750,1752],{"className":1751},[960],[569,1753,1755],{"className":1754},[964],[569,1756,1758],{"className":1757,"style":1739},[968],[569,1759,1760,1763],{"style":971},[569,1761],{"className":1762,"style":976},[975],[569,1764,1766],{"className":1765},[980,981,982,983],[569,1767,1769],{"className":1768},[612,983],[569,1770,1147],{"className":1771},[612,983],[569,1773],{"className":1774,"style":932},[706],[569,1776,848],{"className":1777},[936],[569,1779],{"className":1780,"style":932},[706],[569,1782,1784,1787,1790,1793,1796,1799],{"className":1783},[603],[569,1785],{"className":1786,"style":699},[607],[569,1788,679],{"className":1789},[612],[569,1791],{"className":1792,"style":707},[706],[569,1794,1721],{"className":1795},[612],[569,1797],{"className":1798,"style":707},[706],[569,1800,1726],{"className":1801},[612]," falsch. Die Basis ist die Zahl der Möglichkeiten pro Stelle, der Exponent die Zahl der Stellen.",[651,1804,1805,1856,1857,1916,1917,1991],{},[569,1806,1808,1826],{"className":1807},[572],[569,1809,1811],{"className":1810},[576],[578,1812,1813],{"xmlns":580},[582,1814,1815,1823],{},[585,1816,1817,1819,1821],{},[588,1818,630],{},[832,1820,834],{},[588,1822,590],{},[592,1824,1825],{"encoding":594},"n \\cdot k",[569,1827,1829,1847],{"className":1828,"ariaHidden":599},[598],[569,1830,1832,1835,1838,1841,1844],{"className":1831},[603],[569,1833],{"className":1834,"style":868},[607],[569,1836,630],{"className":1837},[612,613],[569,1839],{"className":1840,"style":875},[706],[569,1842,834],{"className":1843},[879],[569,1845],{"className":1846,"style":875},[706],[569,1848,1850,1853],{"className":1849},[603],[569,1851],{"className":1852,"style":608},[607],[569,1854,590],{"className":1855,"style":614},[612,613]," statt ",[569,1858,1860,1878],{"className":1859},[572],[569,1861,1863],{"className":1862},[576],[578,1864,1865],{"xmlns":580},[582,1866,1867,1875],{},[585,1868,1869],{},[850,1870,1871,1873],{},[588,1872,630],{},[588,1874,590],{},[592,1876,1877],{"encoding":594},"n^k",[569,1879,1881],{"className":1880,"ariaHidden":599},[598],[569,1882,1884,1887],{"className":1883},[603],[569,1885],{"className":1886,"style":946},[607],[569,1888,1890,1893],{"className":1889},[612],[569,1891,630],{"className":1892},[612,613],[569,1894,1896],{"className":1895},[956],[569,1897,1899],{"className":1898},[960],[569,1900,1902],{"className":1901},[964],[569,1903,1905],{"className":1904,"style":946},[968],[569,1906,1907,1910],{"style":971},[569,1908],{"className":1909,"style":976},[975],[569,1911,1913],{"className":1912},[980,981,982,983],[569,1914,590],{"className":1915,"style":614},[612,613,983]," rechnen: ",[569,1918,1920,1943],{"className":1919},[572],[569,1921,1923],{"className":1922},[576],[578,1924,1925],{"xmlns":580},[582,1926,1927,1940],{},[585,1928,1929,1931,1933,1935,1937],{},[677,1930,1147],{},[832,1932,834],{},[677,1934,1045],{},[832,1936,848],{},[677,1938,1939],{},"40",[592,1941,1942],{"encoding":594},"10 \\cdot 4 = 40",[569,1944,1946,1964,1982],{"className":1945,"ariaHidden":599},[598],[569,1947,1949,1952,1955,1958,1961],{"className":1948},[603],[569,1950],{"className":1951,"style":699},[607],[569,1953,1147],{"className":1954},[612],[569,1956],{"className":1957,"style":875},[706],[569,1959,834],{"className":1960},[879],[569,1962],{"className":1963,"style":875},[706],[569,1965,1967,1970,1973,1976,1979],{"className":1966},[603],[569,1968],{"className":1969,"style":699},[607],[569,1971,1045],{"className":1972},[612],[569,1974],{"className":1975,"style":932},[706],[569,1977,848],{"className":1978},[936],[569,1980],{"className":1981,"style":932},[706],[569,1983,1985,1988],{"className":1984},[603],[569,1986],{"className":1987,"style":699},[607],[569,1989,1939],{"className":1990},[612]," ist ebenfalls falsch. Mit jeder weiteren Stelle vervielfacht sich die Anzahl.",[651,1993,1994],{},"Die Formel verwenden, obwohl sich nichts wiederholen darf (z.B. Plätze bei einem Rennen). Dann hilft die Variation ohne Wiederholung.",{"title":1996,"searchDepth":1997,"depth":1997,"links":1998},"",2,[1999,2000,2001],{"id":562,"depth":1997,"text":563},{"id":1026,"depth":1997,"text":1027},{"id":1688,"depth":1997,"text":1689},[2003,2006,2009,2011,2014,2017],{"lhs":2004,"rhs":2005},"n^(k+1)","n^k * n",{"lhs":2007,"rhs":2008},"10^4","10000",{"lhs":2010,"rhs":1340},"2^3",{"lhs":2012,"rhs":2013},"26^2 * 10^2","67600",{"lhs":2015,"rhs":2016},"4^10","1048576",{"lhs":2018,"rhs":1939},"10 * 4","n \\geq 1,\\ k \\in \\mathbb{N}_0","\u003Cspan class=\"katex\">\u003Cspan class=\"katex-mathml\">\u003Cmath xmlns=\"http:\u002F\u002Fwww.w3.org\u002F1998\u002FMath\u002FMathML\">\u003Csemantics>\u003Cmrow>\u003Cmi>n\u003C\u002Fmi>\u003Cmo>≥\u003C\u002Fmo>\u003Cmn>1\u003C\u002Fmn>\u003Cmo separator=\"true\">,\u003C\u002Fmo>\u003C\u002Fmrow>\u003Cannotation encoding=\"application\u002Fx-tex\">n \\geq 1,\u003C\u002Fannotation>\u003C\u002Fsemantics>\u003C\u002Fmath>\u003C\u002Fspan>\u003Cspan class=\"katex-html\" aria-hidden=\"true\">\u003Cspan class=\"katex-base\">\u003Cspan class=\"katex-strut\" style=\"height:0.7719em;vertical-align:-0.136em;\">\u003C\u002Fspan>\u003Cspan class=\"mord mathnormal\">n\u003C\u002Fspan>\u003Cspan class=\"mspace\" style=\"margin-right:0.2778em;\">\u003C\u002Fspan>\u003Cspan class=\"mrel\">≥\u003C\u002Fspan>\u003Cspan class=\"mspace\" style=\"margin-right:0.2778em;\">\u003C\u002Fspan>\u003C\u002Fspan>\u003Cspan class=\"katex-base\">\u003Cspan class=\"katex-strut\" style=\"height:0.8389em;vertical-align:-0.1944em;\">\u003C\u002Fspan>\u003Cspan class=\"mord\">1\u003C\u002Fspan>\u003Cspan class=\"mpunct\">,\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan> \u003Cspan class=\"katex\">\u003Cspan class=\"katex-mathml\">\u003Cmath xmlns=\"http:\u002F\u002Fwww.w3.org\u002F1998\u002FMath\u002FMathML\">\u003Csemantics>\u003Cmrow>\u003Cmi>k\u003C\u002Fmi>\u003Cmo>∈\u003C\u002Fmo>\u003Cmsub>\u003Cmi mathvariant=\"double-struck\">N\u003C\u002Fmi>\u003Cmn>0\u003C\u002Fmn>\u003C\u002Fmsub>\u003C\u002Fmrow>\u003Cannotation encoding=\"application\u002Fx-tex\">k \\in \\mathbb{N}_0\u003C\u002Fannotation>\u003C\u002Fsemantics>\u003C\u002Fmath>\u003C\u002Fspan>\u003Cspan class=\"katex-html\" aria-hidden=\"true\">\u003Cspan class=\"katex-base\">\u003Cspan class=\"katex-strut\" style=\"height:0.7335em;vertical-align:-0.0391em;\">\u003C\u002Fspan>\u003Cspan class=\"mord mathnormal\" style=\"margin-right:0.0315em;\">k\u003C\u002Fspan>\u003Cspan class=\"mspace\" style=\"margin-right:0.2778em;\">\u003C\u002Fspan>\u003Cspan class=\"mrel\">∈\u003C\u002Fspan>\u003Cspan class=\"mspace\" style=\"margin-right:0.2778em;\">\u003C\u002Fspan>\u003C\u002Fspan>\u003Cspan class=\"katex-base\">\u003Cspan class=\"katex-strut\" style=\"height:0.8389em;vertical-align:-0.15em;\">\u003C\u002Fspan>\u003Cspan class=\"mord\">\u003Cspan class=\"mord mathbb\">N\u003C\u002Fspan>\u003Cspan class=\"msupsub\">\u003Cspan class=\"vlist-t vlist-t2\">\u003Cspan class=\"vlist-r\">\u003Cspan class=\"vlist\" style=\"height:0.3011em;\">\u003Cspan style=\"top:-2.55em;margin-left:0em;margin-right:0.05em;\">\u003Cspan class=\"pstrut\" style=\"height:2.7em;\">\u003C\u002Fspan>\u003Cspan class=\"katex-sizing reset-size6 size3 mtight\">\u003Cspan class=\"mord mtight\">0\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003Cspan class=\"vlist-s\">​\u003C\u002Fspan>\u003C\u002Fspan>\u003Cspan class=\"vlist-r\">\u003Cspan class=\"vlist\" style=\"height:0.15em;\">\u003Cspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>",null,"md","tuples-with-repetition","N = n^k","\u003Cspan class=\"katex-display\">\u003Cspan class=\"katex\">\u003Cspan class=\"katex-mathml\">\u003Cmath xmlns=\"http:\u002F\u002Fwww.w3.org\u002F1998\u002FMath\u002FMathML\" display=\"block\">\u003Csemantics>\u003Cmrow>\u003Cmi>N\u003C\u002Fmi>\u003Cmo>=\u003C\u002Fmo>\u003Cmsup>\u003Cmi>n\u003C\u002Fmi>\u003Cmi>k\u003C\u002Fmi>\u003C\u002Fmsup>\u003C\u002Fmrow>\u003Cannotation encoding=\"application\u002Fx-tex\">N = n^k\u003C\u002Fannotation>\u003C\u002Fsemantics>\u003C\u002Fmath>\u003C\u002Fspan>\u003Cspan class=\"katex-html\" aria-hidden=\"true\">\u003Cspan class=\"katex-base\">\u003Cspan class=\"katex-strut\" style=\"height:0.6833em;\">\u003C\u002Fspan>\u003Cspan class=\"mord mathnormal\" style=\"margin-right:0.109em;\">N\u003C\u002Fspan>\u003Cspan class=\"mspace\" style=\"margin-right:0.2778em;\">\u003C\u002Fspan>\u003Cspan class=\"mrel\">=\u003C\u002Fspan>\u003Cspan class=\"mspace\" style=\"margin-right:0.2778em;\">\u003C\u002Fspan>\u003C\u002Fspan>\u003Cspan class=\"katex-base\">\u003Cspan class=\"katex-strut\" style=\"height:0.8991em;\">\u003C\u002Fspan>\u003Cspan class=\"mord\">\u003Cspan class=\"mord mathnormal\">n\u003C\u002Fspan>\u003Cspan class=\"msupsub\">\u003Cspan class=\"vlist-t\">\u003Cspan class=\"vlist-r\">\u003Cspan class=\"vlist\" style=\"height:0.8991em;\">\u003Cspan style=\"top:-3.113em;margin-right:0.05em;\">\u003Cspan class=\"pstrut\" style=\"height:2.7em;\">\u003C\u002Fspan>\u003Cspan class=\"katex-sizing reset-size6 size3 mtight\">\u003Cspan class=\"mord mathnormal mtight\" style=\"margin-right:0.0315em;\">k\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>","middle",{},true,"\u002Fde\u002Fformulas\u002Fmath\u002Fstochastics\u002Fvariation-mit-wiederholung",[],[2032,2033,2034,2035],"ordered-without-repetition","factorial-permutations","path-multiplication-rule","combinations-with-repetition",{"title":548,"description":1996},"de\u002Fformulas\u002Fmath\u002Fstochastics\u002Fvariation-mit-wiederholung","Wer k-mal aus n Möglichkeiten wählt, mit Wiederholung und Reihenfolge, hat n hoch k Möglichkeiten.",[2040,2041,2042,2043,2044],"kombinatorik","anzahl","möglichkeiten","zählprinzip","urnenmodell",[2046,2049,2052],{"symbol":1140,"meaning":2047,"symbolHtml":2048},"Anzahl der Möglichkeiten","\u003Cspan class=\"katex\">\u003Cspan class=\"katex-mathml\">\u003Cmath xmlns=\"http:\u002F\u002Fwww.w3.org\u002F1998\u002FMath\u002FMathML\">\u003Csemantics>\u003Cmrow>\u003Cmi>N\u003C\u002Fmi>\u003C\u002Fmrow>\u003Cannotation encoding=\"application\u002Fx-tex\">N\u003C\u002Fannotation>\u003C\u002Fsemantics>\u003C\u002Fmath>\u003C\u002Fspan>\u003Cspan class=\"katex-html\" aria-hidden=\"true\">\u003Cspan class=\"katex-base\">\u003Cspan class=\"katex-strut\" style=\"height:0.6833em;\">\u003C\u002Fspan>\u003Cspan class=\"mord mathnormal\" style=\"margin-right:0.109em;\">N\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>",{"symbol":630,"meaning":2050,"symbolHtml":2051},"Anzahl der Auswahlmöglichkeiten an jeder Stelle","\u003Cspan class=\"katex\">\u003Cspan class=\"katex-mathml\">\u003Cmath xmlns=\"http:\u002F\u002Fwww.w3.org\u002F1998\u002FMath\u002FMathML\">\u003Csemantics>\u003Cmrow>\u003Cmi>n\u003C\u002Fmi>\u003C\u002Fmrow>\u003Cannotation encoding=\"application\u002Fx-tex\">n\u003C\u002Fannotation>\u003C\u002Fsemantics>\u003C\u002Fmath>\u003C\u002Fspan>\u003Cspan class=\"katex-html\" aria-hidden=\"true\">\u003Cspan class=\"katex-base\">\u003Cspan class=\"katex-strut\" style=\"height:0.4306em;\">\u003C\u002Fspan>\u003Cspan class=\"mord mathnormal\">n\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>",{"symbol":590,"meaning":2053,"symbolHtml":2054},"Anzahl der Stellen oder Züge","\u003Cspan class=\"katex\">\u003Cspan class=\"katex-mathml\">\u003Cmath xmlns=\"http:\u002F\u002Fwww.w3.org\u002F1998\u002FMath\u002FMathML\">\u003Csemantics>\u003Cmrow>\u003Cmi>k\u003C\u002Fmi>\u003C\u002Fmrow>\u003Cannotation encoding=\"application\u002Fx-tex\">k\u003C\u002Fannotation>\u003C\u002Fsemantics>\u003C\u002Fmath>\u003C\u002Fspan>\u003Cspan class=\"katex-html\" aria-hidden=\"true\">\u003Cspan class=\"katex-base\">\u003Cspan class=\"katex-strut\" style=\"height:0.6944em;\">\u003C\u002Fspan>\u003Cspan class=\"mord mathnormal\" style=\"margin-right:0.0315em;\">k\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>\u003C\u002Fspan>","kKzCGBx0OQb14PnRQQaCwU3eiP96ciKQTCLUFmVLjIM",[2057,2060,2063,2066],{"stem":2058,"title":2059,"category":441},"de\u002Fformulas\u002Fmath\u002Fstochastics\u002Fkombination-mit-wiederholung","Kombination mit 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