Zwischen Funktionsdarstellungen übersetzen

[code]Üben Sie m[/code]it dem folgenden Applet, einer Wertetabelle die Informationen über eine Funktion zu entnehmen und diese in einem Graphen darzustellen und in eine sprachliche und symbolische Darstellungen zu übersetzen.[br][br]Lassen Sie sich solange eine neue Aufgabe erstellen, bis sie die Übung fehlerfrei geschafft haben.
Üben Sie nun, die Informationen über eine Funktion aus einem Graphen zu entnehmen und in einer Wertetabelle und in einer sprachlichen und symbolischen Schreibweise darzustellen. [br][br]Lassen Sie sich solange eine neue Aufgabe erstellen, bis Sie die Übung fehlerfrei beherrschen.
Gegeben ist der Graph der Funktion f:[br][img]data:image/png;base64,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[/img][br]Für welchen x-Wert gilt f(x) = 1?[br][br][br][br]
Gegeben ist der Graph der Funktion f:[br][img]data:image/png;base64,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[/img][br]Gibt es einen x-Wert für den gilt f(x) = -x?
Gegeben ist der Graph der Funktion f:[br][img]data:image/png;base64,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[/img][br]Wie lautet der x-Wert, für den gilt f(x) = -x?
Eine Kugel rollt diese Bahn herunter:[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVgAAACpCAMAAABZC9V6AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAMAUExURf////7+/vz8/Pn5+f39/ff39/b29vr6+vv7+/j4+PPz8/Hx8fX19fT09Ozs7OHh4d/f3+Dg4OPj4+fn5/Ly8szMzIGBgU5OTkpKSlFRUVBQUGFhYbS0tL6+vnBwcDIyMiQkJDc3N0NDQzg4OCgoKBISEgwMDFRUVLy8vOnp6b+/v2NjYysrK0hISJSUlMTExM7Ozre3ty8vLxgYGEVFRaenp83NzWxsbDExMaCgoNbW1qampm9vbycnJxYWFlxcXJ2dnSwsLDo6OrCwsLa2tmpqanNzc97e3n9/fx8fH1NTU+3t7dra2sDAwLKyspycnB0dHdDQ0NTU1H5+fnJycubm5srKyi0tLUdHR8jIyNXV1YiIiE9PT3t7e9nZ2fDw8NfX17m5ubq6uri4uI2NjT4+PoKCgtzc3LW1ta6urq2trbOzs5+fn0BAQMLCwtjY2EZGRqWlpcvLy6Ojo+Tk5CMjIykpKYCAgKurq6+vr7GxsaqqqqSkpKmpqcPDw9HR0YmJiSUlJT8/P4WFhb29vcfHx3R0dIeHhyoqKlhYWJCQkF5eXl9fX3x8fBkZGV1dXWRkZFJSUmlpaYODg0lJSQsLCwkJCRAQEBUVFRwcHBsbGwoKCm5ubgYGBgICAgAAAA8PD0tLS5iYmOrq6mtraxMTEyAgIAgICBEREZubm+vr6w4ODmBgYOjo6J6enpaWlnd3d0RERA0NDbu7u3h4eExMTDw8PMHBweLi4gQEBFZWVlpaWnFxcTU1NYyMjN3d3ZmZmYSEhFVVVaysrJeXl1tbW6ioqMXFxXV1de7u7uXl5ZGRkQUFBX19fYaGhjY2NgEBARcXF8bGxldXV1lZWQcHBxQUFEJCQh4eHo+Pjzk5Odvb24uLi2JiYmhoaO/v7z09PZWVlRoaGqKioiYmJtPT021tbdLS0gMDAzAwMC4uLnl5eU1NTc/PzyEhIUFBQY6OjpKSkjs7O5OTk8nJyZqamnp6ejQ0NCIiIjMzM2VlZWdnZ2ZmZoqKiqGhoQAAALZQ5kEAAAEAdFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wBT9wclAAAACXBIWXMAABcRAAAXEQHKJvM/AAAYqUlEQVR4Xu1dSZLqOrO+m2B1LMWLqSlDHCzADmbsCEd48GcrZaqzZOred84Lvqqysvky1VjIwkDxzxdffPHFF1988cUXX3zxxRdffPHFF1988cUXX3zRxkvKL34d/8HQ/sVn7w9v+l87sq+/reX/VnvLeQdrs/SX/Pw1aDf1lztyKp0J4pH1s7c93qdq7EYxOzWHfys4alTDfxTaCx21ViONLyihACH8BrAsR+tAuIQpcnIhIKjgKWQDA4cZZoZSFPzVA07gaHktu8FKjpLXN9AxajEUktolT9JfVTjAuVilDoXYDGpyLqCD7mpKqh0BBkrwa2GwFlHJ3apSG6SZuUDkFkWlE2xMXcaax4EFIEqAhEChLimpwAPHqJfAijONgAIv93l+wu9zQsvpXL8HGbHYEtsmkBOvwppzr7clNChZtJwzoHhJ9di39zZv79vt+TCTVqqgTqbVpfoZNHJUprDBiQYUQoIJhGLG44ZYIFf/4PjY3/N6uTzWfbttMGdjKiHQ0cGYQtVtWoLi2TJoesd6+99CWobFZd+eEwrLtL/fz4drNCtqavQoUuhQ5A0NyAA1RWc9CakQ80EbIHh6bzyuMGfv2/ueXMGy5N5Q7oTYCq4Gu45QySGziwIgFlNDgInsS9LGcn8/cSxfy2OC1eA2Z1uDgO4ZZ9rqIrJwNKSMzMZQU+bCOlxMbzM9y2ipoy8dI3Iv122H2AUWWRjZ+zZffKIkK6rGlHgdDlsk7iIvMaWMRu6q4zTOZVyu83WB6YrD+nhcZxjY/wzU4jPbOx/S0jpQCQjm4YQAiLlc5/0B4zoBHpd1nh/nUp2AVFOZfV2NSEmodwUaHD6yTgBywho7TxcZ12XdttEZ+0GrBkPNCBxHDuSuUAdb5wCxr+v7fYdBndbpsSzX9/DAjkNaHBpue4CDhzocExqUlpiBnE0GIE1S5R8lakBCX4/n+3nF9fWyLOu8pdutOnrqbnDUVaPkdrBU86WOKjGHULEYiGqB5wRcvWBkVxjZBzxDSJ4g5AB3ZJgHZwkF50H2ErKQdg70nqjlN0HVL7DFum3P537fnzBf4dJl0Wzh2eZ3xQmpzG1naHmrvmZ9g6AbbLAreN9+bjc4/KRPuw5r+ZzQQD22nZW8RxXnfrUcRR5CEjz2948gezrbruXDFtTCwd6RucxCUyP4IK+6uQzkg6gcvMRe9tvt+aTBvcFSe11Xc+vwYA1toBoXU5rkItQrAw/SC+0xZiIxuMSjMaIUVI6RSIQKxAjWc8Dwx3x7PmDa3mA1gAMM77wuS+E2fAKqv4x2qHih8Z4XNGsupFJTdOE4sEbHIEYGgWliVJ/lqItJwWMpA3g8f56v1zLBPna9zzCwsCQ84Vq2umUhNOgIRGucluhAydEadQjXDAsJWJAoZoRYDNmUiQMRTJmRjtY6BNjG3naNfj3u87zNtC68r7CzFQcUJJla1OQhpuq4lqMU5DI9rFI1vyMEm1qT8NycEAglW9l4BBjYZwh8LctlucAkxpF9v586bWNPOusI/I6AyOhMDrz6QwLQm8YhBLloUc5khFEMM1bxuN7vtFnY7le/JPSh1Y7GuXGORg6XolWXoIPSxLn4C6yxpbF7rbC/5b3tcr5lY5GRDVIWGgzVcxMcFT8h97XYhENCAbjGFgcWPNOKa8J73vFV8QqqdWInBxqUUVOD1RNfVLMsbXTShzoSgLuCOLCaQUp8wwEsCdtqLmMpBirtoSon603ePaeTopyU2UaDzVnH0kmUu3gFqAWuZtcNN2ATDn5HBUKBojAyB2DCyPwQJhQ2xsdjPmcJSsqrouEqAwMqa2zM9ZpwaOc73acFs6+FNW+zqvWUIgkgqpbNORRIgUMwMhJVwebC+QkZ1JMwTIjzFFK1IHRdY2tZAa91u/3cSjdqqxWyw7oTaq6SJWlFs0tMEDHyQCbFuANS3SI84DPS8FJAKS578eLlcr2A9MPvPmi0FSRRUk4NnlcK1jFSY1qWADEUYEdbobZifAiIXjARRO2B5sClIIlT1bTscn/fZlpnPTQLFwXUPQFEoboMmcWO6ACJp6FwFhG5UEMvMMf4jEVcihcvhGvFcsWRLRCtabABQK9ERDNL2pRgN3FGTFmKaBgcWSRjyFAQw90rSODMy/3989QLWDgSHO9UKwqIWWr5Si3IBQHrtUEiGxzURyw1Bms/MAJnbGGNzbHcf247MaVSri9KAVFNHA7kc4Qi2xgzf+brOKuWkJDNQ54THSZrobyPLeEx/7xXptL1gQT5+yVoOp+StbwatRSHs2Ai+CDLok6xEYeY/thBx34wv3avoIDrW7cG5uS2ay16JUXuFAMWxcAURDpmekbUshaoAY8yuqwMguL7ZiwxcNNF70Aq8aONpaOcRT8YC/aaVYyFMySoexiJN6EHpZ0kB/N711hk4+tj/AyMWlGrsNVT46qRFJFMhaOzgkdnBoBOpnjIULaWwdyRCEVjV8Aww/QKy2zYNKvPDmaUfgX5eapWkDhArVCrGTyI1slN0TNjY+orLwYMV2Ot+sSe0mphBHXWHgLNYIQhoFjlZw4wsK0acgh6MVHkCsxjHpdZ2XN1VZmSSK9GhgF0I0kK6lIcQkk1vhhrp4vBwcRo0erQmzCduOx6OyZZC2z1tsnt5teQxKAKfzZrF4hWb0GjbeDorKOG0mteRUgrpg2WWRhZVFvNEhQoIS7zBUMhioy1wATqj7xCREeSRg+P0T9juZJl3WA3SyKh3GSxchEowaqW4MmRdgq1aGkEFkDsUkgzDTwkPxhZ2MdW11hOmybHxeBKpmalmZPy8G8FJU+ha2AqWNsQusZ1RCN1sBKPMLCNLN51iU9tBahUb64ZM4uhwZUAReoGvRSR2Q7SMirJrRk7lNL6QFH43q3B8PX289RXFwEkhY1tA0xws8bFHCbogU1ymLBB6OhPG/03YQLoDiLvZk31VpSyDPBWCY3Ic49MjumIRIqjfbgS4BpLu4KRLPCkIl9mg5g6MlTnQrQnDOykNRUTqBFLkakokhvg+I/GFUNlV9DIYqsQaZp/wssJUCSN8ANnFSZ2tTmjDPbUVVuMracDT8/SloIDMBjLjmdeBOIo8QVPbfnlBDChURwkZr2wKpMdIWEj8gT8m0AsbcfACYlNPzOuABsz+MwLKwdc5tuPvh6OBs1IpU1fNwm8R2FHo8xgiC8nQ2nijGjhzFSlWEC26jAw7jF3PvNSEPlFT8BYxAODBt2OifMKMosYoj1lHOkR6LFelj0/aCoYd/TpjDXOQYzOWKkKF4O5/pkwcFifV7MoMWR2RdVRxCG7Vr/FqZXAQfex1UTqgNJORtwZ6E3v4KgmKcDkVYyEnwPW0FOLf9j1wkWl+9ggJ0ZRqcADLwZqF28JqatObSQpANiVADaPZUvhxqg7FRKF/Co/88ospiKNvIedQeQncRSV2AC5JQWHdfEycFOPYpkTWSSZoKP4ElwMvoLABp8qTZxXRG800JH9hUWpCMiat0QsXDiFCr6iqyVDxZ6YWbXHAWBA8SltPJWtnPgKmPw7qZxmLc4Liuh5UAA2IBKb1OiUstT4aGEpegRosHSSM1YnKO5wV5BkNyosszplY2ecjEISbw02CpFRLcSZc9IsfYgxpcRnMiYozliDlm/Z+Z5BwrFqPnZpQtVTu0PZSdbgSk5o1BBOsap1oEx/vK6dO2OKy374Tph6elgMNtrMWgrIqpYiSzZFzRfsLLRSHMIEl7Oh/tmYIjrfCVPBcpUbiC6DT9edPHSmEMGm6GgmbTotakSxd+fJgJED790qYMEXbXFEXCNUKbcs80ZD3/PIwQ0IsQdCxrJXoTP2XLrX+jbv4BiCVmgr7m3Eucam+J0sFpARk1JisyuoVNSsn54mlEeWq0gmM0EszcQtuMD+LIdMamupwScQXqWtZCuYvQmeYOgNRHDwL8t89O00MjvUQMwAIyqCKfrSgCRKVLVar5HTcTTrDEreOYKjfWw7M3jhzISPKjFZQrDAZtczWA/IicrHIMCfElxOI5JcoSnEGD2Wg85zt7gjNBp2TLIrGM9HjcRlNn5UCRtGPgKKRvWKcwC4y/DHvx7B4DwFpurGjqKoXIdBavC6iRwGLgWDu4KkqotbZo/akftj6+koBM/zmkU4HRnKM4+M8eABIZ9OWEXl7hbiuAJhPLaf28oiAc3Z1HAo+myXEsJwLkArpgwc1hNhFRw/QTisivdcjiYKFIfREZaKstHrWaIn5xSjrNHIJOK5jWNbDO8GzNix17wSYOxyxX9IzzphKGFKFh0K9fSmIx6TTTQIJoEREYnPqEFMInpxYo3NgXsuus9FjYBD3piOVuZdcd12AHsrlXhLFG9jLdpcjUH0MW0IFz9W8NGMJdCHE/i9MQheLG3WMzXUY9RTZrS8ZIND7ss8cYhzcg/idutkAsLrKk9tIUcyzcazmojClBVDtIOUkQwqvmAmoZXgJKaxdxvWqPEt9P2tDDwZvlJcaqvlLpwBgloTL6nepnsSLBL2KXx029AAZr68UQ5A5YmsMSSMdU+WhOxCqvHWQZGhrjykmqSOD9fYGPma4mfASMdDCeqwBJZdnFM6YKmtsCrPnkMrn4XeK6hnOqxDHkQ0spIqxlSirZllOgYzCChLD4P5ACGEA3R86MgiojJsJWOIHHpCRtSJ3x87EGbgWx7mLCpyENWALWHEbC9zMkGYZZTswXYQ6XkGtlGkvAb+qxsQkVtYY9uqA7dA23G9yUtgwWIABv5lFBgVo5qLLgQ4aj6yR6dIsZrgjxyBN7yWgRnLTBhYt8ZW+laDLqhUPPbbbZdNVxXOB+GSoAHkFJtFxlpo2YUmzRVyUsEelcXDcMoRKAccjmdsBletiDxCOLLp/6WPGkk2OMgguKQA1NSc+MRCNucgBLL4WWMlSRQQkwW/IZZjyojxtbtb1WxlB7QZj5CN5ywqXAhEoy6wHARAXSYx6XgsqQhgja8z6rMMsIGaRFmVvCKIQhIbx5C/VT7LcmRQFctp+4GRtQSWuU+kqQH+pFNsgUIEgB8dEuyPc2lJEvmcSwkII6sINZGYJNR6SDyDdI0lpAbQTUU1oHtZYWuw86fAXICItr3GK/B9ZL+a9E+scmCNAT5KwHUYjyWl0HH1EaS1wo6B7zZ0d7fydGrpqugFI6vrrB6SNqLCLmsmK/aSXVyIZHkBYAx2FOgvpLQJ+A/BHFVJMJot2HUGkrD+CkITxRDqFc7ZG38LYwRrPGwoR69YyMDDEgcHEEehAPWE00EmTmLDjIiQ/ECpJ6/ZD6CZAYVdQQLj7SIu03z7mcO/9+ZCy6AG3XSOhhT7GywW+C15APxSnMvFPcg0ncTl4c4QKoR6EmrCOwNsPpVw8WrfKxAm/LVr0owg4chu+pkaKagUQigBoZvUTxEzvGBU1+v+fM7zvG3bvOO/Cga2C+AENklMTlAFWfhj6mabgVMGQbE4Y5PTnyLU0a6MvXh8Pe7bz/seNgdSkguP2iE6ihMRO4q4PK7Xu2Lf5w3/ZbgCxpbsq92B8MBSEra6hCpKiT5jsupH0CSHM/YUlut2++F/k8xtpvpwSlHJZhaT/vDXkF+WyyRfd8GgLxYx0EG+7RNwzRNOW0MsGUYDFmvcAPhRA8MHnkHHjK0hrzxacInRf5OMqjSbu01yHo1YHnd8uOMjPny5EAzfe37e1wm/zo0xXZ86sm8kh4owr2Yu1IIDKE0IPFYNlYWgnsPxGmsxUhk8vaX5pM3Eko6x5wGwguJ3skwrfk02D9jPbZufgh0e8cnlanngigtg/m1fJ+CIk6CVJJWJWmiERdPZh+NdwQBcc/G9s7c3bLx4ipQAfPx9XVYYIAGNKs72x4L3lOhQSkHWBb+5HOkY+b7zFa0Fqi6ILGRA+0GeY/iBPWxYHRoYU1yuMGl/tv1+Te7LCF6PFS9LeGHSh/3teb8i3JdfGRTyXCagw8WSouGKpnWl7ZGSlgCU4E8piqDHPmScQ2iAfebFtnYq8PJvDaZReA2jIXuutAXFywxelxiPK3+NGOD23t4b/D7jTiIHVcvujLSsT0hB6Taoa7Fnhch4kFjbwOSRIBoUQvLuEeD9KFpjOcVhIiDYhh1hmWguwcBtcImhRRGvSwz8NkHC+z49LrDrz/b9BlInVR4PAS86UzRvoS7djyCIxaOJB1xAxEg6HxKYwS+5j0AR/iktS41UXE+DkAKGdn/ajZMCvwHzuT/3Ha737qpjQZW5OUbgNmSteE07pMO63vd1ncKWRP7gCEE4rhRMJrHTUUAedjtSL4RtB7Y3QZFXDYauPHaat+bn/bzCxUkgxCKgbzIUolEJcFYFcPEf4OO17Ge7XnxuSgUGCcRcwc0KG5zZakPI78f+G7g8YDtkMZUvTiVQ51pIvMtjXWlReM87PPUVK54I+EGunik36hFxJKEsUzqQfc4rz9STu87pbRnwqtSyw1sTzrTDGk5rgn6RHg9jGF0W/0WET39LLVQzi0OoxfhH44cITXM5WfHV4HfprTOuP7DXuJpLGaVAruf/PsrPvCq11hsTPQmnc1z7WAx/5o2MoqnvhddNnLbbftUvzlK3iWqhk1ZC9V7BYM7QoXTCg1ZL1TnoGaph6OALlALvBuGzObz1ru+5wBYCh7Rqqo/hL14gocK1mkqN2IZrb19UZXhLVrWlPqOn2ZbHtOITQNjd7e5fXaKc5gkI3agyDlG9V5BUfFRD9GtrxAKF+iInoGA6A1cDHlzey/U54zZhC1cyRkZ0ymcYu7vVA30kts+29ZV4v9QkSYOvP8iVzLw271r4yeQswq2xeXa/FgU/FJ5pIlWk0rNGYPJlOMoa/THL43qnJ2VzvCekTi5NF34DMLA6YyFzkhovBMEEAskJhxAbpUlc3Cc4CHfDISIVVhY89jfen8BvJjNvHmQJO1qMi8QxuItXaKUbKJE80Oo8bFB6eooGUK7R2EB0DFGsjeQs0QuuZHd62jDHL4nmAqBSWlqpH/reLYkNKUjQk0gIJDVFF4P04JSRTUk9aMRkrnTwtFa1ZgFwIaNXHd7XKXvFgcgSUT69AwgzFg9ZLjaUqnA2E6sRZso6agu9xGOetsJBjHAlo/3XbcNXHAyqpyNRq3DhzU/NkKPgLZzOxGDUIOaUxGJR8aI51B4JieFouuF7FGBJuD3va3hrJERQED/WJEM7TRM4Y2G5MRmc6NKn7QUtGvLHvicj1AJl7kRbdKR1sYtthXbgH/6SA/38U8dynelCtocLmYTyiYuJ2DgACZLPIJBKKWMeKNVTQ/DkFG4f/XhwTu8gXUx0VC87SJWEosQyFDIarAa7SmZ/Q1gu0xVn7TZfaa1lMlODSAWXI8AA/WRiDM7SgIFtUlUZ5LIMaZ+zMUCvpEKzBDmJhTA2oWRfiGIDieKKx+gKWFZ6beP2vMqrDZyIf1Q7CfyoS3zmVUtzOv0guDsO0DfpXuyl6TEUeYBIBZBLTwtIywO2X/jK+X4JVjx9PkUjYYpIhYFN726Rs54seAoUNZmuHyMGmRgTXUhUMAmg3rqzEHiZVrqOzTuvCJhADuOwQdMWZ6zk7MrrKCFMlHbnPAwzikVjF7qbHolwHcNXG2736WKvY8NVe+CMLSToaF+K2Cb4G4sWtqm0Wj+bvdNqlTCASwli1F6XC75Idts2e2exJB0CqUQP7ytAmQtA2oYA6wDJuwQoyIy1/oDimIGJfytBiNxRtRRzpEarLxO/br7dJ3v76wPgh5RpjYUs2QOYdbFWJ5Eg0ORIv4UQNXlXgZghtC8lV4Pbbba+F31x/A1fmJ9GPoZYAkbj/zCPu4ISztUxGNVD70oppFONXqZ1xWmLrzUk1/NBYPX4X4tPNeP/JxZ+sQFWBH2709nBmWCNFfELwLLQW8Deb35CdrT+1fF4vjd65+R/hzWWqxyoFJUFkuknCqyQhNASYcwAEdmo4f4n/npMj8cVX8WBsd2v+N46GNjRsUU+7Apgn4HXwzPAd2E5iAqFc+g7tuCHCzHhxUJ+I03C0WmQ6t3gQElIFbAYPVKw/f2O74KUfyY2OK5Mp88KfFHBLF9nemJoX/jS8IfQBFyGdCB8nPr/CtKVE5sDma/wy5//+aKED/ezX/wuvmejF+dHaiDyt07HYR5HQEW3lFQm4apS6Xw516O0UU0SNONLMCHdi8lwJRVAhQctFrey4KiNJBMcpGSTHNWHRTCVwemYazlGFsYwOASO3eOa4WQgD8qfhT+uQecw1A0lhyAUSCmkKZgiqmf0/NxyaFcu5W8iyXlcBTCqJBwEdSak9HGdIDgti2OsBWH9vUiZac7fAuWV1KGGqDeqJW8RaDaB1Qw1pDPTqJyWDcN5FacDR1GqCHtw1IDKQxOtyTsEjjI5KLkY9EvLwb8Pbue51raGPnvzxQiyyFATJO1Ke77uPwL15nf2fxTdaf/ygf1j8c8//wMiZnzZgDNIRAAAAABJRU5ErkJggg==[/img][br]Welcher der drei Graphen gibt korrekt an, wie die Geschwindigkeit der Kugel v von der Zeit t abhängt.[br][br] A B C[br][br][img]data:image/png;base64,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[/img][br]
Schließen

Information: Zwischen Funktionsdarstellungen übersetzen