Wiederholung GW der Klasse 6
Löse die Aufgaben im Heft.
([math]x,y\in\mathbb{Q}[/math])[br][br][size=150]1.[/size][br][br][math]\frac{1}{6}=\frac{x}{54}[/math][br]
2.
[math]\frac{5}{8}-\frac{3}{8}:6=[/math]
3.
[math]\frac{5}{7}\cdot\left(-\frac{1}{5}\right)=[/math]
4.
[math]3^4-3^3=[/math]
5.
[math]x+6,2=5,7[/math]
6.
Die Zahlenpaare sind zueinander direkt proportional. [br]a) Übernimm die Tabelle und ergänze die Lücken.[br]b) Zeichne den Graphen.[br][br][table][tr][td]x [/td][td]1[/td][td]6[/td][td]8[/td][td][/td][/tr][tr][td]y [/td][td][br][/td][td]1,5[/td][td][/td][td]2,5[/td][/tr][/table]
7.
20% von 90 kg
8.
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[/img]
9.
Die Grundseite g eines Parallelogramms ist 16 cm lang, die zugehörige Höhe h = 5 cm.[br]Berechne den Flächeninhalt.
10.
Die Kantenlänge a eines Würfels ist 4 cm lang.[br]Berechne Volumen und Oberflächeninhalt des Würfels.
Falten um die Wette
[i][color=#0000ff][size=150][b]"Ich wette, dass du es nicht schaffst, ein DIN A4 - Blatt mehr als 7 Mal jeweils in der Mitte zu falten!"[br][/b][/size][/color][/i]
[b]Probiere es zunächst selbst aus![/b][br][br][list][*]Wenn du Erfolg hast: Zeige es deinem Lehrer.[br][/*][/list][br][list][*]Wenn du es nicht schaffst:[br]Begründe, weshalb es nicht möglich ist, ein DIN A4 - Blatt mehr als 7 mal in der Mitte zu falten.[/*][/list]
[br] [br]Weiterführendes Material: [url=https://www.wdrmaus.de/filme/sachgeschichten/papierfalten.php5]www.wdrmaus.de/filme/sachgeschichten/papierfalten.php5[/url][br][i]Die Sendung mit der Maus probiert die Faltung mit größerem und dünnerem Papier aus.[/i]
Quiz: Potenzen mit gleicher Basis multiplizieren
Bemerkung: [math]x\in\mathbb{Z}[/math]
[br] [br] [br]Wenn du alle Fragen des Quiz bearbeitet und deine Antworten abgesendet hast, schaue dir dieses Video an:
Übung
Berechne 8[sup]17[/sup] • 8[sup]3[/sup] – 8 • 8[sup]5[/sup] • 8[sup]14[/sup] = [br][br][br]
Hoch Null
1. Falte ein DIN-A4-Blatt 3 Mal jeweils in der Mitte. Wie viele Lagen Papier ergeben sich bei 3 Faltungen?
2. Falte nun wieder auf. Wie viele Lagen Papier ergeben sich bei 0 Faltungen?[br][br][img]data:image/png;base64,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[/img]
3. Experimentiere mit der Basis 3. Führe die Reihe auf einem Notizenblatt korrekt weiter.[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARMAAAEzCAYAAAASBeeOAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACnvSURBVHhe7ZwLkBVXue+/eYCp8kAYGF4pjBESIMdS5JEHiTwDJAhBhJyjkHtyjhwRuDC5pQcKzmBIREAM5KrB4WBIlTdCJJCqPAgPi4dgeDjIIAHjEcPLwhtMYCAnOZKkmJndt/9ruoee5tuz1957bdgz9/+r+k/v/nZ/3Wv1Xv3v7rV6Wn57vs7LlmzXwXzmZwPz8yO/UAghxAEFcJWCYCZTPF/ZrIP5zGd+5uRLvjGTAaXZXaBUVSckm3Uwn/nMb/75Zg3GVbIQ0OK2AlrcVkCL2wpocVsBLW4roMVtBbS4rYAWtxXQ4rYCWtxWQIvbCmhxWwEtbiugxW0FtLitgBa3FcA0czsihJAINBNCiBNoJoQQJ9BMCCFOoJkQQpxAMyGEOIFmQghxAs2EEOIEmgkhxAl5aSYbNmyQ1q1by/Lly4MIISTfyTszOXr0qMycOVNqamokkUgEUUJIvpNXZnLhwgX55je/KRMnTgwihJDmgnMzOX36tKxevVrGjh1rblVCYR63L03x6KOPyqc//WmZPHlyEGk+4IpqwYIFMnDgwIY6d+7cWR5++GHZt29fsFTuyWb/uwQnBmwP9cd+CMuB/YPbV3x/LciXcmQLyonyRtsXhN/1lTXPWtcDy2FfIM81Tt9n8q3JD0rlrm3ieZ7MKF8kn+1/p/l+28vr5ZWfr5bCwkKZ+PXpMuf7T5t4CPJf9XfIz1csk2c375Ezp96SqWOHyKMLlso/lc2pX6gJruf7HM6eOS2PfnWMvP3nk/LJtjfKvy35sXTs0lUu/e2/5cVnK+Tg6ztNvReuWisjv/wPQVZjXJU/m/3vcv89v/IpqVg039ymDn9wokzwt+kXSt6sqpQ1FU/JpQ/el7/ve4f88Bcb5caSDs63H2Jbjv/9/EZp175DkJU+uSp/yIn/PCr/c+Io+eC9i/Llf/qG3DNitHzy79rI6T/9Udat+pG87bfBmz9zq/x4/Wa56ebPBFlXs/3VF2XZvDJ5/+IFuXPICFmxYauJOys/zCTht75sFK6joKAA6/XWrl3r1dbWeXWJhFFtba23ZMkS853foL09e/c2yv/Frw97hUVFXtWhQ56/uPf6nj1m2aU/+EGj5ZIp2zpkk7/HLyvqXVJS4lVVVXl1dUG96xJeTU2NN2rUKFOXDqWl3vnqanUdrsqf6f53vf8eeOABs61p06Z5Nf62r5Sjztu1a7f5DmV9ctkyNT9dJcu3Lcf/euJJNd9WuSo/hDZTWtrRlLWiosL8lmhbph5+W3vnnXe8Nu1KTD1Gf+lL6jpOnjzlfelLY7wi/xjDeqD777+/4XtX5Te3OXCVbAQw9dcn/fv3l0mTJklRUaEUFhQY+ZWQ0aNHm+VwlvjN/v0NuRf9y65/n/JVWfH009Kvb1/xF2+0zt/7tw8P+pdk4fKagBa3FdDiNgKot99gpV+/fubsb+pdWCDFxcUyfvx4s8yF6mr507FjSdehxW0FMM1k/0fzMxWIzqMcYOHChVLsb/tKOQplyJDB4huvWeZXO3eq+ekKaHHbcvzWv3rU8m0FtLitgBaHXn7pJamuPu9/Epk+fbr5LdG2TD38toZbtwmPfNPU45dbt16V/6x/y3v33XfJzTd/Snbs2CHdu3f3o/WEy4BoTroCmDrtM7l8+bJUVlaaAypO27Ztg08i3bp1Cz6J/OxnP/Nva46b/pJPfOIT5j5w2LBh5rvy8nJzcPhubObzkXvvvVf2n/1YFi1a5BthuGuvgAYb0qVLl+BTbshk/+eCTZs2mbJ06tQpiFwB+6h9+/bm8y233GKmucK2HF1vzm05suG9994LPvkHq/K7grbt6ttYaJ5RXn75ZXnxxRflJz/5iW+gQ+TWW28NvnGPUzNp1aqVORtrwBUBDq6RI0eaz+Db3/627Hv7I/noo4/k0qVLRtu3bzfffe9735MPP/zQNIp8BY2y2K83zhgaGzduNFP/dqfRWSEXZLL/cwHKgLJooKP61KlT5jOuoHKJbTnun/A1M23uRE9cIWh/gwcPNu0TbVU74bnCqZkkAz/c/PnzTWVhFKWlpcE39W6LgxE/eqjwgMAOiM7bgl7vaI93Kt1z0w2N5l31dGMUYf369ebqas2aNTn9IZuiqf1/LcFIAob+cQZdu3atDBo0KPjm2hIvxxfuTq8c8fYVbz+plE77wkkoBO1Jo2rvLjPFrXYcHDvXqt3lzEzwg2317+HKysrMwYRnR3AJjn6FVHzwwQdmevjwYbOedEG/AB56s1VtfD6L2yoMzeJHR4PBw3e4/dm8ebN6qZ1Lstn/rsHQOIbNb7/9dmnXrp3s2rXLXJVca3N1VY54+4q3n1RKp3316dNHlixZYj6jPaFthccE2hqGeTGCByNBW7uuoCc2W+LrWLZsmedfUXi+K5rRA/+M6JWXl3snT54MlmhMNN8/k3v+mdP0OCMX60pFfPsYUfHvla21/+zHjeb9HzxYkx3h9seMGWPq7F9Rmd71Hj16eKtWrfKqq6vN98mIlx/LY13Yh5nUP5v9H+exxx4z60J5kpEsf+/evY3Kgd90+vTpZgQsSlPbD2mqHKnyU5XDZvtR4u0r3n5SKd6+Um0f2/ONz7QntC3UJVqfmd9ZbEZ5bMAoDuqPaUi69Y8T5ufETI4fP24qD2FIEjsBlUblYRZxovnxHwrzqXC1MzIlzD906JCp86uvvurNmzfPHMT48Tt27OgdOXLELKMR3/4zzzzTMMyL/FTE87PZ/1FQ5vDgQ3lwUGokyz9//nxDOTCsiWHysByzZs0KlkqeH5KqHKnyU5UjVX4qcp1/6tQpb/To0abuGOaO1gVtrLCwyJs8eXLKkxZodmbiXwY2CGYAJ8ZOCA+OdBtDKvIlP1pvnCnwDIB/i2HqDUNJ9mPHt4+rGeSESkU8P1qObPb/G2+80agc8SuKkKb2X7wceAYG68LBHF51NZUPUpUjVT5oqhx4ziQbbLbfFE3lo82g7cBIwudMonXBs014zgT1+M53vhNkJafZmYnGu+++29AY/Hu/IFqPq8pkSi7zN27c2FDvF154IYg2Jp5/7ty5hofdcGWRCpvyZ7L/0WBxhYUclAfzGunsPxwAocHedtttJpYqP1U50tl+SLQcN3evL0emZLL9KE3lw3BRxu7du5syx8G++OdH55plYCiprk5yaSbXZDQHoAPSbwjms3/vbqa5Il9Gc0B0XWfOnAk+NY1/JjKdtv5tnsydOzeIZkcm+98/G5pOPZQD5cF8tvgNXh566CHz+cSJE2aailyX4y+n7coRci1Hc3bu3GmmeD4EZY6DfXHPyCsPJB47dsx8vh5cMzMBYSPwTcxMcwV2qn8pay2Xozlxog0/nXr79/NmWFxrQJmSyf73b4syGp5virBOzbEcIN6+cjmaE5atKQPNtI25xqmZwHUxFJmMgwcPmmn4hGuumD17tjmL2QpPsEbn03lIDsONODNhyE4Dz3iE4D8+c0m+7H+ceXv37h3MXQ2G/EF4pZQrbMtx19D0HuKLt694+0mldNrXZz5T/4974W+ngX/4A3iOCE9kXzeyvV8C4Tr81Zn7Nm3kAiMU+B69zxhtiOLqni1TsslHZyDq1bNnT/V+ddKkSeZ73J/H7/VDXJU/X/Y/7sf9s6XZZpzoyMxrr71mYq63H2Jbjqee3xhEMyNX5Qe//vWvTRkhrR5oc+jzwffoV0pFLvtMnJsJhN5nVByjBhCG3zCKgIaMXvT4QeWqMpmSTX5oJmi0d999txl6RZ23bNlinolAg0XnGYaNk+Gq/Pmy/8MGi23i+ZCwHOhMRNnwHRp+WA7X2w+xLceBc3bPaCQjV+UH2EfhyBPqgd8SbQv1QFvr1atXw5BxU8+awHTQJrAs1oUp8hF3VX6n7zP545FDcmD3dqnau1v+9PvD8rf3/8t83/NzfeWOQcPlwcn/Ip/qfqsUFjS+uwrzM+V65vv7UF7ftkl+/9vfmDrj/SX+D2W+G+DXefAD42T42AnSvmOnpPe9rsqfL/sf/7h5YPcO+d2+3fLWm0fMO18A3rUxYNAwGfmVr0rfgYOkqLD+/5lcbz/EthyFfjlysX1bUuUnvIT85dQJef4/fiiHXv+VnP3Ln038725sJwO+OMy8o6bv3f7+VP4/LHynC/CNSerq6sxngOX9k53Z/qpXdkqfOzO7RQrLb8xkQGl2XSdV1QnBOnBgeQlffuXxOQQHkZFfcO2ACvMz5XrnHzxfJ/3b+zsV9Y/X26+zOXibaC2uyp8v+z/cD6YM4dQnWTlcbz/Ethy52r4tNvmmHr4ZNNQnAHX43UWROzrq/2iaqEv4JnLFQDSw/bu6tG70m6RDWH5TA6wiGwFMw3dFhCMRoTBvXBA/YLBsVECL2wpocVsBLW4tU+8ivd6mwSo5EQEtbiuAab7s//BdG3iHSLQsycoBovPpCmhx23KAeG46AlrcVkCLR2XqEquHqYsfM8ao5EBoD9HlNeEfbeO/SToCmGZup4QQEoFmQghxAs2EEOIEmgkhxAk0E0KIE2gmhBAn0EwIIU6gmRBCnEAzIYQ4gWZCCHECzYQQ4gSaCSHECTQTQogTnL7PJFOYz3zmZ06+5Dt9n0mmMJ/5zG/++WYNxlWyENDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AlrcVkCL2wpocVsBLW4roMVtBbS4rYAWtxXANHM7IoSQCDQTQogTaCaEECfQTAghTqCZEEKcQDMhhDiBZkIIcQLNhBDiBJoJIcQJNBNCiBNoJoQQJ9BMCCFOoJkQQpzA95n4MJ/5zM+cMJ/vM/FhPvOZn32+WYNxlSwEtLitgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AlrcVkCL2wpocVsBLW4roMVtBTDN3I4IISQCzYQQ4gSaCSHECTQTQogTaCaEECfQTAghTqCZEEKcQDMhhDghL8zk7JnTsnr1ahk7dqy0bt3aqHfv3rJgwQK5cOFCsBQhJJ/JCzN5cm6ZzJgxQ8aMGSOXLl2SM2fOyLBhw2Tx4sXyxBNPBEsRQvKZvDCTRF2d3HfffTJt2jRp1aqVdOnSRSZNmiSJREJOnDgRLEUIyWfywkx+uO412bx5sxQWXinOX//6VzMdOnSomRJC8hvnZnL69NX9HxDmN2zYECzVmKKiYikuLjafjx49KsuXL5dZs2ZJRUWFzJkzx8TzHZQbfTwDBw5sqHPnzp3l4Ycfln379gVL5Z5M9n8uQF8Xtof6Yz+E5cD+we/LvrCWh9P3mXxr8oNSuWubeJ4nM8oXyWf732m+3/byennl56vNlcfEr0+XOd9/2sRDwvx7brrB5ELDxk6Qf/zGTOl79yCzTFNcz/c5oPP40a+Okbf/fFI+2fZG+bclP5aOXbrKpb/9t7z4bIUcfH2nqffCVWtl5Jf/IchqjKvyZ7v/MyWe//zKp6Ri0Xxzmzr8wYkywd+mXyh5s6pS1lQ8JZc+eF/+vu8d8sNfbJQbSzo43366MN9RPswk4be+bBSuo6CgAOv11q5d69XW1nl1iYRRbW2tt2TJEvOd36C9PXv3qvmXL1822rVrlzfgjju8ouJi74UX1jdaVlO2dcgmf8+ePabeJSUlXlVVlVdXF9S7LuHV1NR4o0aNMvXuUFrqna+uVtfhqvzZ7v9MFc9/4IEHzLamTZvm1fjbvlKOOv+33W2+Q1mfXLZMzU9XzM+PfHObA1fJRgBTf33Sv39/03laVFQohQUFRkVFRTJ69GizHM5Wv9m/X81H5ys0ZMgQ+cXzz0tdba1/uzOz0bKagBa3FdDiNgKoNzqP+/XrZ87+pt6FBebWbfz48WaZC9XV8qdjx5KuQ4vbCmCa7f7PVCA6j3KAhQsXSrG/7SvlKPR/28HiG69Z5lc7d6r56QpocVsBLW4roMVtBbS4rYAWtxXQ4rYCmDrtM/GvKqSystIcUHHatm0bfBLp1q1b8EnHP2vJrbfeaj5X+wdhPnPvvffK/rMfy6JFi0y54+DACcEoVS5xtf+zZdOmTaYsnTp1CiJXwD5q3769+XzLLbeYKWkZODUTXFWEHalxduzYYaY4uEaOHGk+h/z0+4+bTsMoFy9eNNPu3bubab6Cg6PYrzfO/hobN240U/92J+d1yXT/uwZlQFk00FF96tQp8xlXUKQFgfudbEm1jiNHjnilpaUN/QpxBg6/33y/17+XB/7ViDdr1ixzb+0fjCbWFPHtL/Pvxf3GbC3fDBrNjxkzJliTHcnqv379etNH4d96eO+++24QvZpsf4Ns93+utx+C3/Wuu+4yvyv6dfxbLhO/VttPRib50TYWbz82irax5lj/KGG+0yuTKBj627p1q5SVlZn7+IkTJ5pLcPQrxHnoX2fK8OHDTf8Chg+7du0q58+fl127dpkhzXRBv0BNTY21auPztbXBmtIHQ7MYEkW5Z86caW5/8AyNdsmfS9LZ/7kGQ+MYNr/99tulXbt25nfFVYl2W9hciLaxePuxUTZtLG/J1pVAfB2ha/uXu+bMjDNieXm5d/LkyWCJxhw4V2tGHMLRHAjz4ZkrFfHtY0Qluq5U2n/240bz/o8drMmOcPs426DO/i2PGa3o0aOHt2rVKnNGbop4+bE81oV9iH2Zimz3fzw/ymOPPXbVmTROsnxcaUbL4Tc3b/r06WYELEpT27fheuRH21i8/dgo2saaY/2jhPk5MZPjx4+b4V0IQ5I4qNCY0Khw6R8nX3ZGpoT5hw4dMnV+9dVXvXnz5pmDGMbSsWNHc6uRjPj2n3nmmYZhXuSnIp7vav+jzKEJoDzhbWicZPn+1WVDOSoqKswweVgO3MaGJMu3hfn5kZ8TM8EVRSg4OFwYzxyEB0e8UebLzsiUMD9ab1xZvfPOO6a/BPWGoSS7QolvH1czyAmVinh+tBzZ7P833nijUTniVxQhTe2/eDnQV4J1wVTCq66m8m1gfn7k56TPBPfCofxGY3r38cwB8BuVrFu3znxuaUTr7R+05jHyxx9/3HyHPqBwRCUVEyZMMKM/wL+yMNN0iJYjm/3/+c9/XvwrLPMZ5cEweLrEy4G+EvTh+AYj/hVYsBRpCeSsAzYOOiDDA8S/dzfTXIH//Qj/F8RGeIw/Op9Jp28youvCqxVs8K9iTKetf28tc+fODaLZkcn+hwmgAxnlQHkwny0wlYceesh8bs7/ER5tY/H2YyOXbSxfuGZmAsLG6F8RmWmuwFnPv6S2lsvRnDjRAzCdeuMs3qpVK/UBtEzJZP/jCgvlQHlcEdYp1+0gl0TbGEdz6nFqJnBcDEUm4+DBg2aKFx/lktmzZ5uzqa3wBGt0Hk9w2oJhT5yZMBysgYe0QvAfs7kkX/Y/zrp4U14yDh8+bKbhlVJzJNrG4u3HRum0seaCUzOB465cubLRARSCJ1zxVGtJSYl55iGX4MyHs6mt8ARro/k0zsI4u+LM9Nhjj6n/Vr906VIzRT/BF7/4RfM5V+TL/sdZ96233rrqqWaAsoXG25Tx5TvRNhZvPzZyeaWXLzi/zcHl34gRI0xDwlkbQqPBaxnRkFesWCE9evQIlm45HD9+3JyRcaCgznhgDPPr1683j9Gjs9FFn0Mq8mX/w2SxTTysFpYD/QwoG8qIjt0xY8YES5OWgNP3mfzxyCE5sHu7VO3dLX/6/WH52/v/Zb7v+bm+cseg4fLg5H+RT3W/VQoLGntYmJ8p1zMfB83r2zbJ73/7G1NnvL8kNI0Bfp0HPzBOho+dIO07dkpqJq7Kny/7/8yp4345dsjv9u2Wt948Yt75Am66+TP+PhkmI7/yVek7cJAUFdb/P5Pr7acL893kGzMZUJrdBUpVdUKwDhxYXgIvN0qYzyE4iIz8S0PtgArzM+V65x88Xyf92/s7FfWP19uvszl4m/i1XJU/X/Z/uB9MGcKpT7JyuN5+ujDfTb5Zg3GVLAQwDd9ZEY5ERO8PMSqA7+O5ENDitgJa3FZAi1vL1LtIr7c5cJSciIAWtxXANF/2vymHX2+8yyRalmTlANH5dAW0uK2AFrcV0OK2AlrcVkCL2wpocVsBTDO3I0IIiUAzIYQ4gWZCCHECzYQQ4gSaCSHECTQTQogTaCaEECfQTAghTqCZEEKcQDMhhDiBZkIIcQLNhBDiBJoJIcQJTt9nkinMZz7zMydf8p2+zyRTmM985jf/fLMG4ypZCGhxWwEtbiugxW0FtLitgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AlrcVkCL2wpgmrkdEUJIBJoJIcQJNBNCiBNoJoQQJ9BMCCFOoJkQQpxAMyGEOIFmQghxAs2EEOIEmgkhxAk0E0KIE2gmhBAn0EwIIU7g+0x8mM985mdOmM/3mfgwn/nMzz7frMG4ShYCWtxWQIvbCmhxWwEtbiugxW0FtLitgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AphmbkeEEBKBZkIIcQLNhBDiBJoJIcQJNBNCiBNoJoQQJ9BMCCFOyAszef/iBVm9erWMHTtWWrdubdS7d29ZsGCBXLhwIViKEJLP5IWZPDHzn2XGjBkyZswYuXTpkpw5c0b69OkjixcvlieeeCJYihCSz+SFmdTV1cl9990n06ZNk1atWkmXLl1k0aJFkkgk5MSJE8FShJB8Ji/M5IfrXpPNmzdLYeGV4rRv395MPQ//RkQIyXecm8np06ev6v+AML9hw4ZgqcYUFRVLcXFxMFfPSy+9ZKazZs0yU0JIfuPUTGAYPXv2NP0fgwYNkm3bthlNmTJFtmzZIpMnT5aysrJg6eQcPXpUysvLZe3ataYfhRCS/zh9n8mdnYrNbcl3/2ONPDDha1JQUL9m9H2s+ckyqVg039zKPPPabulz573mOxB9n8L7712Qb4z+okyZ/ZjcP/FrUliQ2u9cvY8hU5jPfOb7wEwSvgNko3AdWG///v29urqr1/m73x0230M/ePLJRt+F+eerq7277rrb869I1HUkU7Z1YD7ztbitmF+fb077cJVsBDC9fPmyVFZWmquP+DI33tjW/1vPp7p1a/QduHjhgjzo3yY9+miZTJo0SV1HMgEtbiugxW0FtLitgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AlrcVgBTp30mGNaNd6SG7Nixw0xLSkpk5MiR5nOURx55xOhrX/NvbYJRHfSddO7c2XwmhOQ3Ts0kGTCF+fPnGyPZvn27lJaWBt/U88qaZ2Xr1q2mc/aGG25oGAHyb5nk3LlzwVL2LF++vNFIUirdc9OVbULoSCbEBrS1ePtJRy2preXMTPAYfGgQMIWJEyeaW6B+/foFS1wBHbP+LZd5eK2mpqZBtbW1wRLpgQ7f6HpSqTY+n+F2yf9/oK3F2086akltLSdmArfu2rWrjBs3TlauXClt2rSRDh06mFugcIQnytY//F/T35JM6TJ79mx1Pcm0/+zHjeY3bdoUrImQpkFbi7efdNSS2lpOzGT8+PHm+RLc0uCxeDzNunTpUunVq5f64FpxcSvT35JM6YI+F209yVQcn0/S70NIHLS1ePtJRy2preXETHr06CFDhgwxmjt3rhw7dkymTp1qLunw4Nq+ffuCJQkhLYWcmAluZUIZ5/bdd+HCheY79IusW7fOfCaEtBxy1gEbp1OnTjJq1Cjz+eTJk2aaKziaQ64VHM25wjUzExB2vmLkJpdwNIdcKziacwWnZgKnbeof+Q4ePGimw4YNM9NcwdEccq3gaM4VnJoJnBZDwXhILQ5eS3Dx4kXz4BqeOcklHM0h1wqO5lzB+W0OLvtGjBhhzAOjNhCuVvBaAhjJihUrzGgPIaRl4dRMqqqqZMmSJdK3b1/zPpKhQ4caHThwQObMmWOegMU/8WkPrhFCmjdO32eCjlUo4SXqO1mDflYzTFxYP0zsf6oPRgjzM4X5zGd+5rjKN2YyoDS7C5Sq6oRksw7mM5/5zT/frMG4ShYCWtxWQIvbCmhxWwEtbiugxW0FtLitgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AphmbkeEEBKBZkIIcQLNhBDiBJoJIcQJNBNCiBNoJoQQJ9BMCCFOoJkQQpxAMyGEOIFmQghxAs2EEOIEmgkhxAk0E0KIE5y+zyRTmM985mdOvuTzfSY+zGc+87PPN2swrpKFgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AlrcVkCL2wpocVsBLW4roMVtBbS4rQCmmdsRIYREoJkQQpxAMyGEOIFmQghxAs2EEOIEmgkhxAk0E0KIE2gmhBAn0EwIIU6gmRBCnEAzIYQ4gWZCCHECzYQQ4gS+z8SH+cxnfuaE+XyfiQ/zmc/87PPNGoyrZCGgxW0FtLitgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AlrcVkCL2wpocVsBLW4rgGnmdkQIIRFoJoQQJ9BMCCFOoJkQQpxAMyGEOCHvzGT58uXSuXPnYI4Q0lzIGzPZsGGD9O7dW+bNmyfnzp0LooSQ5kJemMmC6f9DXnnlFfnpT38qX/jCF4IoIaQ54dxMTp8+LatXr5axY8dK69atG4R5XH1oTJ37uKxZs0YGDx4spaWlQZQQ0pxwaiYwjJ49e8qMGTNk0KBBsm3bNqMpU6bIli1bZPLkyVJWVhYsfYVut9wqRUVFUlAQPk9HCGluODUTGEZtba0899xzMmfOHBkyZIhRRUWFLF68WOrq6mTlypWyb9++IKMemgghzR+nZuJ5nvTv318mTZokhYWFxiQgXHWMHj3aLJNIJGT//v3mMyGk5eDUTC5fviyVlZXGSOK0bds2+OTf1nTrFnwihLQUrtn7TF5es1qWfHu6tGlXIi9VHpN2Ha50tEbzy/5xtFTu2iYHz9cFkdTky/scMoX5zG8R+TCThH9/ko1SreONI0e8Dh1KvZKSEq+qqspL+MHo99H8+++/H2Vr9H0qxbdf3KpVVtqzd2+j9aVStvuQ+c03X2s/6QhtraXsP3M/AlfJRiAeu3jhgvxy61Z5tKxMBvTvLw89NNHcAvXr10/Q3xpdFmC6f98+OXjwoJl/ccOGRss0JRCdr62pyUrieY3Wl0pAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AlrcRlr7SUdoa0Bbt62AFrcV0OK2Apg67TMJwSPxXbt2lXHjxpnRmzZt2kiHDh2kuLhYHbl5vuIp8yzK0KFD5eLFiyaGYeTw+ZR0Qd9NOtp/9uNG8/fee2+wJkKaRms/6agltbWcmMn48ePN8yXbt2+XRYsWSfv27WXp0qXSq1cv9cG1STO+JZcuXZIPP/ywYSd/9NFHJoYnY9OlVatWacm/3Gw0z6FqYovWftJRS2prOTGTHj16NDxjMnfuXDl27JhMnTrVPIOCK474cyYY/dF2NISrGUJI/pMTMwmfL4FgFDCEhQsXmu/w4Nq6devMZ0JIyyEnZqLRqVMnGTVqlPl88uRJM80V0f8JstE9N93QaD5+5URIMrT2k45aUlu7ZmYCwvtDL+jBzhU1NTVpCb3q0flcl4+0HLT2k45aUltzaiZwWu0f+ULCYd9hw4aZaa6I9pbbiKM5JFO09pOOOJqTBDgthoKPHj0aRK6A1xJg2LekpEQmTpwYRHOD1pHblDiaQzJFaz/pqCW1Nee3OfhHvhEjRhjzwP0ghKsVvJYARrJixQoz2kMIaVk4NZOqqipZsmSJ9O3bV8rLy81DaNCBAwfMKwnwBCz+o5hnfkJaHk7NBI/K47mSzZs3y9mzZ81DaBBeOYCH12677Tb1P4oJIc0fp0d29LmS6H0h5vkmNUJaNrxMIIQ44Zq9z6QpmM985mdOvuQbMxlQmt0FSlV1QrJZB/OZz/zmn2/WYFwlCwEtbiugxW0FtLitgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AlrcVkCL2wpocVsBTDO3I0IIiUAzIYQ4gWZCCHECzYQQ4gSaCSHECTQTQogTaCaEECfQTAghTqCZEEKcQDMhhDiBZkIIcQLNhBDiBJoJIcQJfJ+JD/OZz/zMCfP5PhMf5jOf+dnnmzUYV8lCQIvbCmhxWwEtbiugxW0FtLitgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AlrcVgDTzO2IEEIi0EwIIU6gmRBCnEAzIYQ4gWZCCHECzYQQ4gSaCSHECTQTQogTaCaEECfQTAghTqCZEEKcQDMhhDiBZkIIcQLfZ+LDfOYzP3PCfL7PxIf5zGd+9vlmDcZVshDQ4rYCWtxWQIvbCmhxWwEtbiugxW0FtLitgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcVwDRzOyKEkAg0E0KIE/LGTC5cuCALFiyQzp07S+vWraV3796ydevW4FtCSL6TN2byyCOPyAsvvCB79uyRS5cuybBhw2TcuHGyYcOGYAlCSD6TF2ayf+cvzVXI448/Lrfddpu0atVKvvvd70qbNm1k5syZwVKEkHwmL8xk77ZN4nmefPazn5WCgvr+4U6dOskdd9wh1dXVcvToURMjhOQvzs3k9OnTsnr1ahk7dqzp+wiF+WS3LG//+ZSZ9unTx0xDhg8fbqZvv/22mRJC8henZgLD6Nmzp8yYMUMGDRok27ZtM5oyZYps2bJFJk+eLGVlZcHSV6jctc1Mw6uSkHD+zTffNFNCSP7i1ExgGLW1tfLcc8/JnDlzZMiQIUYVFRWyePFiqaurk5UrV8q+ffuCjHpwi9MUqb4nhFx/nJoJDvr+/fvLpEmTpLCw0FxZQEVFRTJ69GizTCKRkP3795vPIXcNHRl80hk4cGDwiRCSrzg1k8uXL0tlZaUxkjht27YNPol069Yt+FRP23YlZhq/Yjl8+LCZ3nTTTWZKCMlfnJoJhnSLi4uDucbs2LHDTEtKSmTkyMZXIoNHjzPTP/zhD2YaUlVVJd27dzcihOQ3Ts0kGRjanT9/vjGS7du3S2lpafBNPXcNGWkMA8uEw8DLly+XkydPyo9+9KOrOmZTgdzoSFIq3XPTDY3m0ZFMiA1oa/H2k45aUlvL2ftM3n/vgvzh8EHZt32LvPR/firjHp4ik2d8S27ufttV5oD8M6feklVLFsjuzS+b73t+rq98/dvlMnjU2JRmEt/+mhXL5OmF84K59Ll72ChZscH+UX6t/unA/Oab76KtPe23tRax/2AmCc/LSvF1PLlsmVdc3MorKir2CgsLPf+KxPv38nLvxMmTjZYLhfy6RMKrqa31Ll++bFRTU+PV1SXU5eOKb7+2tq5hPTbaf/bjRvPYdnR9qZTtPmR+881HW4u3n3SEttZS9p+5zYGrZCMQnf/K+PH+7cw22bFjuyxatEjat28vP1i6VHr36iUvbtjQaFkIFPpXH8VFRabfJex7KSwsuGpZTSA6X1RU2LAeGxXH5/1tR9eXSkCL2wpocVsBLW4roMVtBbS4rYAWtxXQ4rYCWtxGaGvx9pOOwj5Gbd22AlrcVkCL2wpgmpM+kx49ejQ8YzJ37lw5duyYTJ061TyDggfX4qM2hJDmT07MBH0coTBMDPdduHCh+Q4Prq1bt858JoS0HK7JaA7AP+6NGjXKfMYoTS7haA65VnA05wrXzExAOCrj5fjxeDxlW1NTY63a+Lx/O0aIDWhr8faTjlpSW3NqJnBa7R/5Qg4ePGimePFRLpk9e7Z5GtdW+89+3Gh+06ZNwZoIaRq0tXj7SUctqa05NRM4Lf6RT3v/CF5LcPHiRfPg2sSJE4NobkA/jdZznkzaaA4hNpg+wVj7SUctqa05v83BZd+IESOMeWDUBsLVCl5LACNZsWKFGe0hhLQsnJoJ/pdmyZIl0rdvXykvL5ehQ4caHThwwLySAP8EiP8oTvVEKyGk+eHUTPr162eeK9m8ebOcPXtWPvzwQyO8cgAPr+H9rtp/FBNCmj9Oj+zocyXx+0K804RXJIS0XHiZQAhxAs2EEOIEmgkhxAk5e59JOjCf+czPnHzJN2YyoDS7C5Sq6oRksw7mM5/5zT/frMG4ShYCWtxWQIvbCmhxWwEtbiugxW0FtLitgBa3FdDitgJa3FZAi9sKaHFbAS1uK6DFbQW0uK2AFrcV0OK2AphmbkeEEBKBZkIIcQLNhBDiBJoJIcQJNBNCiBNoJoQQJ9BMCCFOoJkQQpxAMyGEOIFmQghxAs2EEOIEmgkhxAk0E0KIE/g+Ex/mM5/5mVOfL/L/AM7T1LwPL80HAAAAAElFTkSuQmCC[/img][br]
4. Was ergibt sich für [math]x^0[/math]? ([math]x\in\mathbb{Q},\, x\ne0[/math])
5. Berechne[br][br][math]17\cdot17^0+0^{17}+17^1=[/math]
6. Vereinfache ([math]x\in\mathbb{Q},\,x\ne0[/math])[br][br][math]\frac{x^5}{x^0}=[/math]