Encuentre la derivada de las siguientes funciones:
1. [img]data:image/png;base64,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[/img]
2. [img]data:image/png;base64,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[/img]
3. [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHEAAAAYCAYAAADNhRJCAAAELElEQVRoge2aP0/6WhjHv9zcF2Bxc3DgsJjf4NJIooRND76CkjhqIu0L8A+Nk1M7uliJkwtImEwwEBObWEKqcYDBuFBinFua+AbOHQzND2nBWu+9kR+fpEN7znnO037b5zzngRhjjGHGj+av/9uBGdGZiTgFzEScAr5FxGaziVwuh06n86n+qqpCkiT0er3vmH4G+wSKojCO4xgAVigUhtpKpRLjeZ7Ztv0ZUx6GYTBCCGu326HGTROUUgaACYIQyc5EERVFYYQQZts2UxSFKYritRmGwTiOCy3g7+MHtqcBSikzDCPUGJ7nmaZpkeYdK6Jt24zjOFYqlXzbKaWRHeB5fujF+Ml8RUQAkaPR2DWxWq3CdV2srKyMtPV6PTQaDayvr0cK5zs7OygWi5Fs/FQGOcTy8nIkO4EiZrNZ5PN5AAAhBPF4fKj94eEBAJBIJHydSyaTiMfjXvIiyzJisdhIMvPr1y9YlgXHcQKdzGaziMViY49sNjvxZlVVRTKZ9PrLsozr62sAgOM43jyDa+VyGfF4HOVyeaLtr2CaJiil3vOKxWI4OzsLbefvoIZ6vQ5JktDv931v4vX1FZRS37GVSgX39/dIpVKoVqt4eXlBJpMBG1Mcen5+RjqdDvQlKrIs4/T0FFdXV0in01BVFfv7+7BtG8B71FEUBYlEAicnJ3h7e8Pd3R36/X7kuYPQdR1zc3MwTRPdbheqqiKfz2N3dzecoXGxlhASuF4pisIopWNjdaFQYISQwDWVsffkBkDotSQM7XZ7ZA5N0xjP8yN9a7Ua4zhuJAv3A8DEY9x6z3EcE0XROx88i7AEhtNerwfLsrC6uhr4AowLgQCwtrYGy7KQy+XCvVkfiBpOG40GCCFDX7qu69jY2Bjpm0ql4LouNjc3J/rF3hND76CUwjCMoWt7e3u+YzudDlzXxfHxsXet1WqB47iJ834kUMSbmxsACAxxi4uLeHx8DDTsOA4uLi48hyextLQU2Fav10ce2MdjXMi9vb1FMpn0zjudDi4vL32FOjo6AiEET09PE32Ogmma4Hke8/Pz3rVisYiDg4PQtgJF1HU9cM0D4GWsflUXx3GwtbWFw8ND8DyPSqWCZrPpu7a2Wi0QQoZu5rtJJBLodrtwHAfNZhOmaQIAFhYWIMuyF1EkSUImk4EgCDg/P4fjOJBl+V/xSdd1uK4Lx3HgOA4kSQIAbG9vhzc2Ll5P2r9RSkf6iKI4VInRNI0BGIr9v/Nf7BPb7TYjhAzdE8/znp+lUmloPzwoYoStRIXZJw722INKmCiKXy56+Io4SAQmbUKjVmxqtdofX7H5DnxFFATBN3Pz46u108HX8SfXTr+LEREBMEppqIdrGAYTBOHTYzRNY6IoMsuyPu/pjEBijM3+nvHTmf0oPAXMRJwCZiJOATMRp4B/AAVleXJd4IutAAAAAElFTkSuQmCC[/img]
4. [img]data:image/png;base64,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[/img]
5. [img]data:image/png;base64,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[/img]
6. [img]data:image/png;base64,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[/img]
7. [img]data:image/png;base64,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[/img]
8. [img]data:image/png;base64,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[/img]
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