Berechnen von Potenzen

Berechne die Potenz
[img]data:image/png;base64,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[/img]
Berechne die Potenz
[img]data:image/png;base64,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[/img]
Berechne die Potenz
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJ4AAAAhCAIAAACne4WMAAAIXElEQVRoBe2Z+U8TTR/An39glhaa8gMJNG4DUi9ECzaIgRiO8gPxICYYjhQCkkAgBGtQLiGITSSKECEeGIQfiFFEQSUoh9KKeERQxAMTSCSmWDEqAQLtLt/XvPM62Wfb7QPavjxpur909nvOfD87s7PTv8B9uWgF/nLRcbmHBW60LvsQuNG60bpsBVx2YO5Z60brshVw2YG5Z60brctWwAEDm5yczM/P12q1arV6aGjIfsSZmZnCwsLMzMywsLArV67YN/4TrXvWClbPYrEkJycPDw8LWvxSHDhwoKamBgCqq6tpmrZYLFiTlpZmMBh+Wf3vNyMjo7W1FQCeP39OUdTDhw95Bo66daMVrGR2dvbJkydtqjs7O0NCQoiqoqKiuroaAOrq6jw9Pc1mM1aZTKaQkJCJiQliCQAajSYnJwdL5HL5sWPHuFoHtt1obRfzzp07SqWSYRhr9cLCgkKhCA4O5qlYlo2KiioqKuLK29radu7cuby8zBXi9vz8vEgkunDhgrXKIZK/oU1KSkK/LrFYHBQUdPTo0dnZWYdk+rcFiYyMTEpKstkrlmWVSuWlS5dsaisrKymK4qE1GAxpaWlRUVFfv37lejEMExgYeOvWLa4Qt3U6nUqlWlhYsFY5RMJHu3HjxsH/Xnq9/ty5c76+vmFhYWSFEUrZ1NSEEPr+/buQwb9Qbgdtf3+/VCqdn5+37vbk5GRcXJxSqeShxZYNDQ0KheLLly9cR51OFxERwZUAwOPHj2NiYmZmZnhyB97y0XJfIQDQ1dWFELp586b9lC6GNi8vLzo62uaQExMTX7x4ERISQtBaLJaSkpLR0VEAGBkZQQg1NzdzffV6PUVR3Nk8Pj6u0Wjm5uZYlr19+zbX2IHtf0A7Pz+PEMJ7BAC4du2aSqWSSCSbNm2qra3FrxA/P79fqzhKT0/Hnbt+/XpoaKhEIgkNDe3u7sZCmqYrKyu1Wq2vr69MJsvPz19aWgKAwcFBEoE0xsbGAICm6YKCgj179kil0jdv3gCAzcgMw5SWlspkMm9v75SUlNLS0oCAAFImmy52Zq1KpeK9MnGonp4evAPiov38+bNEIuns7ASA9vZ2sVg8MjJCUgPAwsKCSCQia7LRaNy7d6/BYHjy5Elra+v58+e5xg5s/wPat2/fIoQuX778s8otLS0URRUXF+v1+urqarFYXFFRAQBTU1OnT59GCI2OjuIVprW1laKo8vJyvV6fk5NDRkvTtFQqzcvL6+3t1el0CKGLFy8CwNzc3Itf19DQEE3TKpUKU6dpWiQSaTSahoYGk8kkFPnUqVO4bz09PWVlZSKRiKAVchFCu7S0JBaLm5qaeFU2m82RkZF4seWiBYCrV6+mp6fn5ubGxsbeu3eP5wgACoWiqqoKy+Pj48njixDq7e21tneIRBCtxWIZGxuLjo729vY2Go0Mw9A0nZGRQbJWVVV5eXnhoXIX5OXlZX9/f41Ggy1Zlg0ODs7KysJTMDExkUQIDw9PTU0lt7hRVFQkkUhev36Nb2maPnjwIG4LRTabzb6+vocOHSKh0tPTMVohFwAQQms0GhFC7e3tJBpu1NTU1NfX4zYPLc/S+lalUh0+fNha7lQJHy33gUIIhYaGPnr0CABevXr187arq4v05sOHDwghvBBx0eKJzn095+Tk4Fc4TdPcz7iEhIS4uDgSEAAMBoOHh8fZs2eJkOsiFHliYgIh1NHRQbyOHDmC0Qq52EH7/v17hFBfXx+JBgDT09O7d+8mZxGrRatWq8mzzg3r1DYfLdkhP3v2zGg0ktx9fX0IIe7RzI8fPxBC+KiMi3ZgYID3fCCE/P398azloVWr1STF7Ozshg0b1Go1y7JEyEUrFPnp06cIIe4JH0Er5GIH7fj4OEKov7+f9AEAMjMzHzx4QCSrRRsbG7v2aHk7ZDIYvPe7f/8+keCnG2/wuGiHh4cx8pecC++AuJwAICEhgYs2KyvLx8dnamqKpOA9DUKRP378iBC6e/cucSRohVzsoJ2ZmbFekOVyOc25PDw8RCIRTdNarZYktdNQqVR5eXl2DJyh4s9aIbRms1kmk2VnZ5NOVFVVicVivKdvbm5GCH379g0AFhcXfXx8iouLieWnT5/wuYcdtB0dHQghfLhKHHlohSIzDCOXy3Nzc4mjRqPBC7KQix20DMNQFGW9jSLBAcDHx4d8/HDlQm2FQnHixAkhrZPkK0ULAI2NjRRFlZWV/XwjnjlzxtPTE++QAaC/vx8hVFdX9/LlSwCor68XiUTHjx8fHBxsa2sLDAzE3xJCaE0mk0wmi4iI4Mzzl/ih4bkIRa6trcV78t7e3pKSEoqiyA5ZyEVoGwUASqXS5scPZsCyrLe3d1BQ0AqR4I8fvClZoYtDzFaB9uccamlp2bZtm5eX15YtW8h2EQBYlk1NTZVKpWTqNDc3b9++3dPTc/369eXl5YuLi7wpyF2QOzs7rV/P+JyPhxYAbEZmWba8vNzPz08qlSYnJ2s0ms2bN5MC2XSxg7agoEDoyGLfvn3r1q3DvQ0ICCgpKSFZhBr4yGJ6elrIwEnyv6F1Uo7/Q9jFxUXu5isuLm7//v2/nbe7u1vooPE3Yup0upiYmN9w/EMXF0Gr1Wrj4+O7u7sHBwcLCwutv15WVabl5eUdO3Y0NjauysumMf574MaNGza1ThW6CFqTyZSbmyuXy6VSaXh4+J8fzHZ0dAj9qbcqHm1tbbt27eKuKKty/xNjF0H7JyUQ8tVqtTqdTki7ErnJZNq6deu7d+9WYuxwGzdawZIyDJOSksI9pRE0FVCkpaUNDAwIKJ0udqN1eonXKoEb7VpV3ul53WidXuK1SuBGu1aVd3re/wB/4+oGfpxHjwAAAABJRU5ErkJggg==[/img]
Berechne die Potenz
[img]data:image/png;base64,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[/img]
Berechne die Potenz
[img]data:image/png;base64,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[/img]
Berechne die Potenz
[img]data:image/png;base64,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[/img]
Berechne die Potenz
[img]data:image/png;base64,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[/img]
Berechne die Potenz
[img]data:image/png;base64,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[/img]
Berechne die Potenz
[img]data:image/png;base64,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[/img]
Berechne die Potenz
[img]data:image/png;base64,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[/img]
Berechne die Potenz
[img]data:image/png;base64,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[/img]
Berechne die Potenz
[img]data:image/png;base64,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[/img]
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Information: Berechnen von Potenzen