Wertetabelle

Welchen Wert hat die Funktion [math]h[/math] an der Stelle [math]x=4[/math]?[br][img width=172,height=437]https://lh7-rt.googleusercontent.com/docsz/AD_4nXdRaPnCANNKzmQpTs5W3qTQFvYLwO4_Q8XLMiIijrjdDHezxTL30LhTvTBlRHaWBhTSU_i9RkEY84UOQaFpjWEEyFWuCwhRqv-76jlkgKtYPjb7H_-RY_gogYvWmo4YPUhD9R3y?key=gMkP56nyeN63eljuPCVF0EGw[/img]
Welche Werte fehlen in der Wertetabelle der Funktion [math]f\left(x\right)=-2x-0,5[/math]?[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJwAAAFcCAYAAAA9J9dNAAAAAXNSR0IArs4c6QAAAIRlWElmTU0AKgAAAAgABQESAAMAAAABAAEAAAEaAAUAAAABAAAASgEbAAUAAAABAAAAUgEoAAMAAAABAAIAAIdpAAQAAAABAAAAWgAAAAAAAACQAAAAAQAAAJAAAAABAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAJygAwAEAAAAAQAAAVwAAAAAX6ZVMwAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAIRRJREFUeAHtnQmUFMX9x39ccm5YDmET7lsEFR9yEwUJxkgQUBBMEBAQBOVQRFABY0QuMRojKNFFntFAeECQvIDkz0uCEvUlnKsiLrdiMCCX4IKC7r+/tVTT09O1M70z1VM98ytduru6qrrq09+u+nVPV/9KFVqBMiTIptoNvth0LAqt/xAKv7+4REzRDrHPSckuxxFZikrZFGVZdgSv2ARKWfBs/nZsGq/I5spGQyaIkxSEWMTOojgpHuyXaYGnKP6SyIqQFZUqyyqK43+dBDJOcM7Gq9YhGCk0kcYhQJkner/cw0sQKLqIiy5AJ5Gyzg2sb9y4kZYuXUqlSrmvXnfKcG7LHu5S7a12Optqd0/OyIup3VHRPC8Ve3FNHk/ydG+7M7j3+91OdXny+N26daPbb79dbtrLKMHt3LmTFi1aZCfgFUnAstIuXoRSBGKPW4QyeYYuBQ6LU/kK5an/gP5RFKIEJ1O8+OKL1LBhQ7kZBdsTvp3a6jRcJyfWtiNrXKuxynPvdxcq93///fdil9yWw6lbR9g/cOBAOnv2LK1Zs8a2+dzlurdlObIzdG/7TR8rv7s897Y7f6xtv/n37NlNDz74oBg0SlvM7AHjYkFKwdWpU4caN27sPl7abkf0WhdbKUWCTQiudJkyWKGGjRqJFPJkXUzOC4vA2bMFNgcws/6PCErBRaTKgA3AkUGK71LMxT1QoPUXFV8ULbNn9LJohBCYgCoqsOCikBT1ZlJ0cneRyC4qTkY6ll4idOzOrNViLkwWnEIKzh4PSZzbWHcLUlFMBkbLi9KrfyNiwZVQEk4BlrCItMwmuWAp150NLe3c4HUmoJsAC043YS4/ggALLgIHb+gmwILTTZjLjyDAgovAwRu6CbDgdBPm8iMIsOAicPCGbgIsON2EEygfz7HKWL/fli6dPqcpfVqSwIk1Mev58+dp3bp11KdPb5o1ayYVFFz6URz1xVsu33xzLu6qf/3110b8OsKCi/uUBZtw5coVNG/eHOrWrTvl5eXRwoULIp7cr1//Fj3yyNS4KnXhwgW6556RtGXL5rjS60zEgtNJt4Rl4527N954ne69dwxNnPgA9e59K23fvs0W3NGjX1ovyb5EAwYMjOsIZcuWpZtvvpmef/55+vbbb+PKoysRC04X2QTK3bFju8g9ZMhQMQyeOHGC6tatZ5eYm/sK1a/fgLp27WrHxVoZOfIe+u67C7R27V9jJdW6nwWnFW/JCj9w4ADl5OQQhkKEVq1a0+jR9wq7DbbYhx/m0Y033mgJ6Lu4DwCbsG3b62jDhg12uXFnTmJCFlwSYSarqIMHD1LVqlVF74bXoDAhpdHFt4y/+uorOnXqFHXpEn/vhnqhnA4dOtLRo0cIok1VMFZw5cqVs20WwMF2poQTJ45TlSpZokfDIxE8GsEfHpMcOLCfatfOET2g5IF4Jx9sw25zhxYtWlhiK7Dubr9x7wps20jBnTlzhnr06EGbNm0SkLdv306dO3dO6ZUZ1BnZt28vHTt2jD799KC4M50+fRoNGzaEJk16QDyPy8/fTfXq1Y14xPHpp59aE3wG0K5dH4tqLlu2lMaNu1+I1FnvWrVqWcPpeevGgQXn5CKGk/r161uQJ9H//vc/GjFiBDVp0oSysrIi0qXbRn5+vmWrjbJ6sQN05MgR6zHGFjp//lvq2LEzjR8/UYjs+PFjFp/siKZXr15d3H0uWfKq4LV8+XJLlPVFD+lMiJ6vUqXKdPLkSWd0oOvR/W6gh/c+GIzhadOmiYm0/fr1Ew89J06cGAXQO3d4YzFLLjd3sfWgdxbVqFGDnnxyZtSvDGDjHD7R2sqVK9PcuU9bj1FGiZ4QM6eGDBkS0QtKKrgRSeUvF0YOqYBTr1496t69O3355ZfUs2dPuuqqqySztF3C7sLjjooVK4g2uu0wGP7Z2VUJNw7ugBGgffv29MUXX9CECRPp8ssvdycRc2rx64S7h4xKqDHCWMHhAeVHH30kmv7+++9nhP0mz3OFChXFMzO57Vw2btyU9u/fF3FDJfd/9tlnIv6dd96xejcZe2kJW69KlSqWoCteitS0pppkZKTgYGtgdvu+ffvooYceEo8BcnNzPSFr4pXSYitXrmTZbuej2ouT2KJFc9GL4fGGDIifNesp0fM99NBk8RPW6tWr5G57iQfKP/jBDyw7rpIdF/SKkTYcBPfvf/9b3DSMHj2aqlWrRocPHw6aTcqOV7lyFSEqrynX2dnVqHr1GvT2229T3779RB3xUxgel4wfP4Guv/56cdPh7mFgt+G31GbNmlOFCkVDts4G4hx6BSMFhzch5s2bJ65wGMn9+xd9FMUN0atB6RCHXgjPykqXLmUNrZEtwg1C27ZtrV8M/s/iMkD8aoAe68UXF9k9In6VcAcw3bx5M/3+96+4dwW6beSQCgKqKyRQOik6WLVq2YRfG/B4wyuMGjWaTpw4SVu3brF3F8cLd6b33TeWOnXqTA0bNrTz6FxRdQ5G9nA6QYSh7IYNGwsbDjcHXgG93JQpU6070Zpeu6Pizp07a8UVWs8zR0btCzqCBRc08TiOh0dAGCbxo70qXH311apdUfH4mWzBghej4nVGqHpcFpxO6iUsGw92YWvhk2npFoy14dINtN/2hF1sKhuOBedXCZw+IQIsuITwcWYVAZUNx4JTEeN4LQRYcFqwcqFsw7EGjCDAPZwRpyH9KsE2XPqd01C2iHu4UJ428yvNNpz55ygjasg9XEac5uAbyTZc8Mz5iB4ElD/e48VHvObMoYgArlhplzAXtSrk5ykkK3dKpeAwPY+DN4HWrdWvDXnnyLxYdFhegW04LyoclzAB1ecklD3cY489Jj6gIo0/2UVm6jbOwH333ScmY8OXrAyZzsXdfsy0mz17tjXRp7pEFLFUCg7OaDNh8nEEjRgbDz/8sJhMPHz48BgpM3c3JurMnTs36usAkggPqZIELwMhwIILBHPmHUSaXu6Ws+DcRHhbKwEWnFa8mVu4vJlwE2DBuYnwtlYCLDiteDO3cLbhMvfcG9Vy7uGMOh3pUxm24dLnXIa6JdzDhfr0mVt5tuHMPTcZVTPu4TLqdAfXWLbhgmPNRyqGAPdwxcDhXSUnwDZcydlxziQSUL4Pl8RjJKUouECaM2cOvffee5bT2ol0xx13pNSjSlIaVUwh8Pj3wgsvCMco5cuXFx+Zhg+yPn36CGe7Xlk/+OADWrp0qXhJFE5FkB49zRNPPCE+l++VR1ecyoYLheB+9atf0TPPPENt2rShH//4x5Y/qtF0/PhxGjt2rC5eKS8XLzJOnTqVbrjhBiGWc+fOCYceuPBwMr2GLHz5ffXq1cIxHib64A8fNoSDX3wZ3YRgvOB27twprtBFixbRqFGjBLP9+/dbno3XprXg4C8V4be//S1dc801Yj3WP/DPha+U//nPf/YUZKz8ydzvdUGgfONvGuDjc/369bbYUGm4RGrZsiVW0zbgS+UIBQUFcbcRDlRkzxZ3poATGi84OKa96aabBJatW7cKh2+HDh2i6dOnB4wq2MNJj4FPPfWU8AgNZyB33XWX5Uf1U2VFLrvsMuGx58477xSO3rp06SIcrCgzpGCHMYI7ffq0sMtgm3l5y3v55Zfpuuuuo23btgkD+p577iHkSdcgBfef//yHmjZtKm4U4LQNNp3K3yl6RfSIe/fupZ/97GfUoEEDevzxx8WfMZwsAzQiLFy4EH7oCvPy8iLidW689tprhXXr1i384Q9/KP5+9KMfFS5ZsiTikJbhW/jxxx8XWh7zCt99991CyyNeoeX4LSKN7g3LRiq0/CfoPowo33JVVLh79+5C6ybBPh7ab9lGhW+++aYd51yx7kpFHkt0dhmTJ08utOy6QpQXRLAukELrDrnQ8nfreTgjbhpwNcLIxORZzNiGe8VevXpFXJTZ2dmWr9AiT8iWOC0/Br+nu+++Wzizlb1BRIaQb4AHejZnuOKKKyzv0B3JuuDo1ltvde4S6+jhnHlQBrxpP/vss1FpUxVhhOBq1qxJgwcPVjKA71TYJ86Qk5MjHJthWFVNunWmD+M6bgDcFxOez+HmwCvAgRuC0+Mz0uM5ntXdpPzOVdRN1NDgf2DTXXvttfSnP/3JriVcN44cOZJ+8pOfpK3Y8OgHNwqwWWXAQ108JoKLShkWL14sVy33RgsEF7izRIDIcHMF1+bo7UwIRvRwxYFA7wVDeejQoZZr7QnCozE+J9C1a1f6wx/+UFzWUO9Drw8TAm2/5ZZbhKnxl7/8RfzSgAsQATcHGDIhqG7dutGVV14pPrPQrl07MfRCrHv27CHccJkiOGPuUotTh3UjQ59//jnNmDGDhgwZQp988olwUIthNV1DVlaWaOOyZcuEsNDjrVq1ilasWGE72JVfKJLDbo8ePYQX7ZtvvlnkbdasGeXn54ufAU3hZHwPJ0HhKXo6/5Ql2+leonfDn1fAb6eNGjUSvZncD2/P8+fPF38yzqRlKHo4k4CZVBcMua+++irh4XhYQmh6uLAADbKeGELDFriHC9sZC3l9WXAhP4Fhqz4LLmxnLOT1ZcGF/ASGrfosuLCdsZDXlwXn4wTipyIOiRFgwSXGj3P7JMCC8wHMlN8jfVTZuKQsOONOSXpXiAXn4/yyDecDliIpC04BhqP1EGDB+eDKNpwPWIqkLDgFGI7WQ4AF54Mr23A+YCmSKl9PwuvL8k1SRd6MisZwCuezmKiya9eujGq7n8YeOHBAzKWQbyO78yoFN2jQIMIXeORVLe0Xue0uyL0/1rY7f6LbsY7n3u8+nnu/1zZmQCFgQrY7SC5e+ZBW7nfni5Xevd+dP9Ftd/mxtt3Hc6fHBQmxqSapKwWHeaG1atVyl5+x2wCLySgQDj65wMGbwJEjR8THdNzTOmVqpeDwiSz2lyoxFS2XL18u/KU6HfRGpuCtLVu20Jo1a8j6QoEnDL5p8MTiHakaFr1TZ2ZsLEYsOB+6kPaKjyyc1EWABecCwpt6CbDgfPCNNVz4KCpjk7LgMvbUp6bhLDgf3NmG8wFLkZQFpwDD0XoIsOB8cGUbzgcsRVIWnAIMR+shwILzwZVtOB+wFElZcAowHK2HAAvOB1e24XzAUiRlwSnAcLQeAiw4H1zZhvMBS5GUBacAw9F6CIRGcJs2bRJv2uJDybm5ucKJmR4k6lLZhlOziXdPKAT31ltvUc+ePYXvz3HjxglHvcOHDxdzDOJtKKczg4DyjV8zqkcELzTwUmP5jKJf//rXolpNmjQRr3njdWbLL1dgVWUbLnHUxvdwcFV57NgxGjZsmN1afEIffrngGohDuAgY38PBywqmntWvX98mu27dOuFvqkqVKnZcECtswyVO2RjBocfCNDxMM8PQBQcX0isy/H7KAF+h8CTYu3fvtPWzJduajksjBIeeAwLasWOHLTi4NdqwYUPEVEXMdYT/99q1awtf8EHbVEEfjwWniQBOpOXQlQ4ePCjuPLFtOeuN6sGmTJkifG6tXr1a+FTVVB0uViMBI3o4tM/pktGrvc8995wYSjdu3CjcWXql4TjzCRh/lwqElhtu8UjEcjlOXbp0EVSlzWc+Yq6hk0AoBAcX2pbPe1qyZIlwsQ37DjcVcNDLIVwEjBlSi8M2Z84cMeR+8cUXQmh4RILPUFStWrW4bLzPQAKhEBy4qXyGGsiUq1QMgVAMqcXUn3eFjAALLmQnLOzVZcGF/QyGrP4suJCdsLBXlwUX9jMYsvqz4EJ2wsJeXRZc2M9gyOrPggvZCQt7dVlwYT+DIas/Cy5kJyzs1WXBhf0Mhqz+LLiQnbCwV5cFF/YzGLL6s+BCdsLCXl0WXNjPYMjqz4IL2QkLe3WVL2Bitvvx48dL3D45pU5OHk71dokbcjEj6g+3jGgPXneX7Uq0XHf+VHNyH99dv1jbp06dEmxUfJSC69evH6lcEHodVB5AVtgrTSrjEq0f8gMmwhVXXGE3JRnlorB04YbPb+DC/Oqrr2xGzhWl4OrWrWvPfHdmyOR19Pj4MkCjRo0yGUOxbT9z5gzh6wilS3tba0rBLVu2jFq1alVs4Zm2s2bNmsJf6vvvv59pTY+7vVu3bqUOHTpQVlaWZx5vGVpJcSVzYAJ+CcTSjVJwfg/E6ZlAPARYcPFQ4jRJI8CCSxpKLigeAiy4eChxmqQRYMElDSUXFA8BFlw8lDhN0giw4JKGkguKhwALLh5KnCZpBFhwSUPJBcVDgAUXDyVOkzQCLLikoeSC4iHAgouHEqdJGgEWXNJQckHxEGDBxUOJ0ySNgPJ9uKQdIYkF4dUXeKvBu1ZNmzZNYslmF4W3ivPy8qh8+fIRbxs7a40pAWfPnrVffCwoKBDp69SpY8c506dqPVQ93Nq1a6l9+/a2G8tUQQv6uHAB1bFjR5o+fbrnofGWbevWrYUDPLypjT84Mgaro0ePeuZJVWQoBIcrfMWKFXTnnXeKF0Nx9WZKWLNmDd1+++3Cbyx6MK8AnxUQ3YwZM4RbT8wnwN/hw4eFXzKvPKmKC8WQCie9Y8aMEY56N2/eTGXLhqLaSTmn9957L912223Chaeq3YiHD1mYHOXKlRN/STm4hkJCceZgu3zyySfC2RuGCunWUgMP44r88MMPRbvbtm1brPfr6tWrC/v26aefpo8++ojq1atHEyZMIMzDMCmEYkgFMABFwFS9TBKcbDeGyIoVKwoGXv+UKVOGMPy+8MIL4uKEmyjMLtu7d69X8pTFGSU4GMeYD3vjjTdSjx49aNCgQfTZZ59FwIHg/MyXjcgc4g0Irrh2L1iwgBYuXEgffPABbdq0ibZs2SKG2Llz5xrVaqOGVBi+GAKys7PF7G30ZBcuXLCBYYIttlW2jJ0wzVbiaTfuSPEnQ61atYS7T3hgNCkYJbi+ffsS/lQB4BEwfGRSQLtxQ6CaXKxiATsON1wmBaOG1FhgJDy/4GOVa/p+9Op4NORsN+IwzMowe/Zs2r59u9wUI8GkSZMiej17ZwpXQiU4fH8D4CtVqpRCZKk7tPOm4fnnnxePQvALAwIeF3Xv3p3gWxbPLAcPHkyYBT958uTUVdjjyEYNqR71i4iCTTdv3jzbK3TEzjTewAU2c+bMiE9vnD59Wnw0Bks8g1u5ciXNnz+fHnzwQUECrHDj0KZNG6PIhEpwIGeaERzU2bz//vsjDoUbrGrVqkU8mwOb0aNHi4/J1K5du9i72ojCAtwIneACZGP0oXAj8eabb0aJCi82qD4kY0KDWHAmnIUS1AHP1/AzVthCqG4awgZXZ33DKDbwYMHpVAWXHUWABReFhCN0EmDB6aTLZUcRYMFFIeEInQRYcDrpctlRBFhwUUg4QicBFpxOulx2FAEWXBQSjtBJgAXngy7eVOGQGAEWXGL8OLdPAiw4H8BM9YflowkpT8qCS/kpyKwKsOB8nG+24XzAUiRlwSnAcLQeAsr34fA9CzkJV8ehpT0ke41Et3XU0Vkm6gfHvFh26tTJuUusy3ZE7UhyRKKc3PmTXD3CK++Y4IOlV1AKbvfu3V7pMz4OwmL3lbFlANF5BaXg8H2KK6+80itPxsZJf6lff/11xjKI1XBMVWzXrp2Yb+GVVmnDyUnHXpkyNS6oYTPMfFU9m2yTUnAyAS8vEZD2z6UYXvNLgAXnlxinT4gAC84HPh5SfcBSJGXBKcBwtB4CLDgfXNmG8wFLkZQFpwDD0XoIsOB8cGUbzgcsRVIWnAIMR+shwILzwZVtOB+wFElZcAowHK2HAAvOB1e24XzAUiRlwSnAcLQeAiw4H1zZhvMBS5GUBacAw9F6CCjfh9NzOH+lwmsgPg2Pz8Xj7eNUOwRhG87f+fNKbWwPB6dmnTt3phYtWogXQfv06SNcNHo1guPCQ8BIwcG/FnxtNWnSRHw4+ZVXXqH8/HwaNWpUSsmyDZc4fiOHVHwwGV/ifv31120Peni9+6c//alwDMInPvETn6oSjOzh/v73v9PIkSNtsQFO165dxYwpeFxJVWAbLnHyRgpu165ddMMNN0S1Licnh95+++2oeI4IDwHjBHf06FExbDZv3jyKInqYVA6nqTx2FIyQRhgnOOnAzD37B+4bP//8c7r22mtDipqrDQLGCa5KlSpUtWpV4dnYeYp27twperdu3bo5owNdZxsucdzGCQ5Nat26Nf3ud78TTmllE9944w3yGmblfl6Gg4CRgrvrrrto/fr1lJubS4cOHaJ//vOftHjxYvrlL3/JNlw4dKWspZHP4eCCEb80OB/0/vznP6eHH35Y2RDeEQ4CRgoO6J577jkaPnw4/fe//xU2Xdu2bVNOlG24xE+BsYIrU6aMuCPlu9LET7JJJRhpw5kEyFkXfg7npFGydRZcybhxrhISYMH5AMc2nA9YiqQsOAUYjtZDgAXngyvbcD5gKZKy4BRgOFoPARacD65sw/mApUjKglOA4Wg9BFhwPriyDecDliIpC04BhqP1EGDB+eDKNpwPWIqkLDgFGI7WQ4AF54Mr23A+YCmSsuAUYDhaDwEWnA+ubMP5gKVIyoJTgOFoPQSUL2AuW7aM/vWvf+k5aghLhf127tw54Qv0pZdeCmELgqnygQMHxOSnb775xvOASsHNmjXLMwNHEo0ZM4YxxCCAT615BaXgZs+ezdPyHMTQww0ePFj0cOj92Z5zwHGswrHzo48+Sphf7BWUguvVqxddddVVXnkyNq5ChQpiWO3Xr1/GMojVcHxsCB+QLFeunGdSvmnwxOIdyc/hvLn4iWXB+aHFaRMmwILzgZDtNh+wFElZcAowHK2HAAvOB1e24XzAUiRlwSnAcLQeAiw4H1zZhvMBS5GUBacAw9F6CLDgfHBlG84HLEVSFpwCDEfrIcCC88GVbTgfsBRJWXAKMBythwALzgdXtuF8wFIkZcEpwHC0HgLGCw4OQuAUxIRggg2HOpw+fZrOnj3rG4kJHJXvw/lujaYM+FR+w4YNCR4GMz3AWfH48ePFq/+XXXYZjRgxgiZMmED4HrI74ELF1+DhUAX7IdTz589T48aNhQuCSpUqubMEsm1sD4creMiQIbR8+XLhxjIQGjEOkmobbuzYsbRu3Trq378/DRgwgB577DElmzNnzghhQWxNmzalRo0aiTe4r776ak+Bxmh60nYb28PhjeN//OMfwoVlql2PJ412AgVhAs/SpUuFvzF4VUSAi6j58+fT0KFDo0rOzs4WcePGjaOBAwdG7U9VhJE9HGwN+NTatm2buJJV78cHDS2VNtyePXsIHnqk2NB2cCrOlrv88svp+PHjQWMq9nhGCg7vxM+YMYPatGkjgMqrtdiWpPlO+B9bsmSJ3Ur0eL/5zW/EhWlHulYqV65McN+OvDAHWrZsSatWraLvvvvOlTK4TSMF52w+rmAMHSaEVNtwTgavvfaa8NKDGwdVqFGjBm3dupUw6QezqSC4X/ziF2JdlUd3vPGCw5UsfajqhpHq8jFs1q9fn9CjZ2VlUbVq1eiBBx6Iqha8Yk+aNIkeeeQR6tChQ9R+GQEHefv376cnn3xS3DisXLmSunTpQlOmTJFJAl8ae9MgSUBwNWvWlJspXeq24XA3+e677wq7C48wcIfZokWLiDYfPnxY9FLXX389xZqsjh4OfzKghx42bFhKJ3KHQnCw6TIl1K1bl/DnFSBCDI94Bue057zSquL27dsnelHVft3xxp9J9HDly5fXzSGu8lNtw82ZM4e2b99OCxYsEA9x8/PzxUPggwcPivq/88474rmcvCmAYzzcWMg7WXwr5plnnqG77747rvbqSGS84PBIpE6dOjraHroyV6xYQfhIzC233CKYYLjt2rUrzZw5U7Tl5ZdfFvbZiRMnxPbjjz9OkydPJvyqgBsvpAVLPEBOVTB+SMV3PGA8mxB023Cx2gjB4SYAP1vhUwp47AE2zZo1E1nRA2M0kCNC3759aceOHfS3v/1NeNbu1KkT3XTTTSJfrGPp2m+84Bo0aKCr7aErF8KS4vKq/NGjR6lnz57iDlfuxzM4/JkSjBecKaBQj1TbcLFYTJ06lTp37hwrWUr3s+BSij+5B8ejEtOD8TcNpgPk+vkjwILzx4tTJ0iABZcgQM7ujwALzh8vTp0gARZcggA5uz8CLDh/vDh1ggRYcAkC5Oz+CLDg/PHi1AkSYMElCJCz+yPAgvPHi1MnSIAFlyBAzu6PAAvOHy9OnSABFlyCADm7PwIsOH+8OHWCBJSvJ+G9eBO+tpNg+5KWHe/CgQf+8OZvqt/+TVrDklxQLM0oBYcJGBy8CWTSLDJvArFj5bwKd0ql4PDmKE9euYQLPRzmFGB52223XdrBaxEE8Jr7xo0bxVTGiB0XN5SCg5tt9pcaiQwTsjHlDp8Q4+BNAP5SMVkHE3y8At80eFHhOG0EWHDa0HLBXgRYcF5UOE4bARacNrRcsBcBFpwXFY7TRoAFpw0tF+xFgAXnRYXjtBFgwWlDywV7EWDBeVHhOG0EWHDa0HLBXgRYcF5UOE4bARacNrRcsBcBFpwXFY7TRoAFpw0tF+xFgAXnRYXjtBEwVnCHDh0S/j4HDRpEa9eu1QaACw6WgJGCgzeW5s2b03vvvUcFBQV0xx130LPPPhssGT6aFgLKN361HC3OQp944gnxceQNGzaIHHBMBgHCoQV7FowToqHJjOzh8vLy6I9//KONDK6A4Htg7969dhyvhJOAkYLbtGkT1apVyyaKSRmYtgh/7RzCTcBIwTVp0sSmeurUKerdu7dws22KRxq7crzim4CRgnO2Yvz48cLNz6OPPuqM5vWQEjDypgEsMYN77ty5tHTpUsLNAw+nIVWYq9rG9nB4NAJPxjNmzKAweFhxceVNBQEjBYeHvpjd3r9/f5o2bZqoOm4a4LqRQ7gJGCk4DKX4ZABmcbdr1048gytbtiy1b9+ePyITbr2RkTbciBEjhAtG3KHC3TY+sQA3ltdcc43xHv1Crgft1TdScG3atCH8cUg/AkYOqemHmVskCbDgJAleBkKABRcIZj6IJMCCkyR4GQgBFlwgmPkgkgALTpLgZSAEWHCBYOaDSAIsOEmCl4EQYMEFgpkPIgmw4CQJXgZCgAUXCGY+iCTAgpMkeBkIARZcIJj5IJIAC06S4GUgBFhwgWDmg0gCLDhJgpeBEFAKDq90c2ACfgmUK1eu2CxKVfXq1Ut8XqHY3Bm28+TJk2L6YsuWLTOs5fE399y5c+IrCaocUYKrUaOGcFsJv6AcIgm0atUqMoK3oghgDgrcnubk5ETtQ0Qpy5V2oecejmQCGggobTgNx+IimQCx4FgEgRJgwQWKmw/GBJhAoAT+H6CzmWIO0oGlAAAAAElFTkSuQmCC[/img]
Erstelle eine Wertetabelle für die Funktion [math]g\left(x\right)=x^2[/math] für die x-Werte im Bereich von -3 bis 3.
Welche beiden Wertetabellen können der Funktion [math]s\left(t\right)=2t-2,5[/math] zugeordnet werden? 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[/img]
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