Encuentre la derivada de las siguientes funciones:[br]
1. [img]data:image/png;base64,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[/img]
2. [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG4AAAApCAYAAADUBhwvAAAEsElEQVR4nO2avUvzXBjGr768q2jaTiIOz9FBHHSICuLi4imuCqngIDhIHRx0UCKODsng4BR3ofYPSEXXEwSlQ4oUF+PgnPj1D9zvUBpa+2G08e0TzQ8y5OQ+J3d65XxdaYKICDGR459eJxDzNWLhIkosXESJhYsosXARJRYuosTCRZRYuE/geR50XUc2m+11KrFwQfE8D0dHRwCAl5eXHmcTCxeYVCqFw8NDzM7O9joVALFwkeVbhLMsC9lsFuVyOVC8ruvY3NzEw8PDd6TzM6GQyefzJMsyua77qXpCCGKMkW3bYacUKoZhkCzLvU6DQhVOCEGSJH1atPr6jLEv1/9uADQcQoje5RJmY5xzMgyjqzZkWSZN00LK6OcSmnCO4xAAchynq3YMwyDGWEhZ/VwCL07K5TKy2SwSiQRGRkag6zoymYx//ebmBgDw58+fprpnZ2dIJpOYmpoCUN0TZTIZjIyMNMWOj4/DcRx4ntc2l0Qi8eGh63rQR4sk/wYJenh4wPz8PLLZLFzXBQCk02moqurHPD4+gnPeVNfzPNze3qJUKoExhmKxiOPjY2iahomJibb3vLu7w9zcXMtrFH+0D7aqVBSFOOcNZQDINE3/XNO0ppj3yLJMsix3XDkKIb514se7BUavjm4JNFQWCgWsra3557X92czMTENcp+ENABYWFpBKpTr2tCB0M1RSdV7v+dEtHw6VlmUBAIaGhvyy3d1dyLKMVCrllw0PD6NUKrVtp1wu4/LyEo7jBEpsbGys7bUwHjzqfNjjBgcHAQCVSgWe52F/fx8DAwP+QqPG9PQ0ALR0P8rlMnZ3d1EoFPD8/IxisQhd11vGXl1dgTHW8FLEtCDIeKqqKgEgzjnZtk2MMcrn801xnPOmPRhjjDjn/qZaURQC0LI+UbyPC0pH4UzTJFVVG8ry+TwBaOludOucmKb5VzsnrRBCUC6X65izEII0TQv1uToKxzknRVEaEpAkqUnMer7qVdZ68t/uVdZTEy0Irut+uOr+DB2Fs22bZFn2l7CMsUDDmBCCFEUJLIJhGJTL5bp2Xf5v6qeAIBiG0XaK+Cyhfx2IAqqqkiRJ/stYXw6AJElq+IHz+TwxxhriHcdp+kpgmiYBIMMw/BGk/kW3bTu0XvcrhQNAtm2T67okSRIRVcWp9SDbtv3ymgf7Pl4I0SSCaZokhCBZlimXy5Fpmk09LCzhAllePw3TNLG0tARJknB6egqgatldXFwgnU77cbU9LOfcNw2enp7atru4uAjP81AqlVAoFFr6tmHx6/66YFkWjo+PcX19jZ2dHayurgIA+vv7oSgKXNeF67rQNA1zc3Po6+vDxcWF7xadnJwAqO5v652ik5MTFItFHBwcgHOOm5sbFIvFpnuHxa8Trq+vD/f390in09jc3MTe3h4AYHl5GUDVPB8dHcXw8DAAYGJiAqqqYnJyEslkEv39/QCqX0FSqZRvIry+vmJrawsbGxvY2trCysoK3t7eGu5dqVQarMOuCGXA/aX0cjuQIIqNv26wLAvn5+fY3t5ua9NZloWrqyusr6+HZuXFwkWUXzfH/RRi4SJKLFxEiYWLKLFwESUWLqL8B+Eon7r8L3T/AAAAAElFTkSuQmCC[/img]
3. [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKMAAAArCAYAAAAUjzg1AAAHJUlEQVR4nO2bv2/TzhvH3/nqsxbkdENiqbsgkDLgMJC2EguuIsSCwIaukSpH/QPAhbFCzoLUAYUBCSEgUdXVCT8kOjhBqlgcgcSA7AEYbaS2f8DzGfI5f53Ebn62OOFekoW4nM93vrfvee55rikiInA4CeB/f7oDHA6Di5GTGLgYOYmBi5GTGLgYOYmBi5GTGLgYOYmBi3FIfN9HqVRCtVo9tl61WsWzZ89OqVezQYoHvYdDVVU8ePAAmUymb91Go4F6vY6tra1T6Nn0w1fGIWg0GhBFcSAhAsDS0hIcx4Hruifcs9ngrxBjq9VCNptFKpVCOp1Gq9UC0Dali4uLSKVSyGazQXm4fiqVCkzymzdvkMvlOtre3NxEKpVCq9VCtVpFOp1Go9EIfr927Rp2d3dPaaTTzV8hxlu3bqFQKICIcOXKFRwdHcF1Xdy9excvXrwAESGbzaJQKAAA3r17B1EUQUQwDAM/fvwAALiuizNnznS0ncvlYBgGHj9+jC9fvuD+/fs4d+5c8PvFixdPb6DTDv0FRA3TsqyO8vD/Pc8jTdNIEATSNI08zyMiIlmWybKsnrZM0yRRFCOfbVkWGYYxiWHMPMeujKVSCel0GqlUCpubmz2/u66LYrHYd2cZbq9YLJ66DyUIQrCzrdVqcF0Xc3NzABCY1Hq9DlmWAQBra2u4ceMGvn//js+fPwdmdmFhAYeHh0G7qqqi1Wqh2Wzi9+/fcF0XtVqt49mfPn068fFNGhYxiJrzKCY2r3EqNQyDRFEkz/PIMIyer9u2bRJFkWzbHkr9lmWNdN84VCoVEgSBAJCu60G5YRhBuSzLQZ90XScABIAkSSLHcYK+a5oW3C/LMsmyTJ7nka7rJAhCz7gURQnunwY8zyNJkqhSqQx13yTmNVKMnueRIAixHWK/R5msQWAdZ+ZvmlAUZeAXbllWh/gngeM4kW7HpJBleWS3Ytx5jRxVuVwmALFftGEYpCjKSA9kSJI0lb4UsxSmaR5br1KpULlcHqptXdf7tmua5omJ0bIsEgRhrDbGmdeeUcmyHJgoAJGdE0UxctVkplsQhEDIzOR1C7tcLsc6/XF9ibpkWR5qwElE07Rgo8P+jRJy2N1gF5t427ZJUZSgPLwia5oW1GWuSZTl0zStww1hTHpe44j8xDRNi135mJmIMtG6rpPneSSKIhmGQZqmxZp6tnudRlM9adhqK8ty8O7i6I4CELXFEp4TZtnC7gQAEkUxqKMoSs9CE/fs05rXSDEe90KiXkY3uq7Hrp7d7Yzqd/aj34r6p64oPM8jRVFIkiRSFGWg93YcUe82vIoSRZv7fvNx0vPaE9pxXReO4+Dq1asD7cajyOVycBwHqqqO3AYArK6uBlmQuGt1dTXyXmp/aIm7onj06BE2NjZw+/ZtbGxs4ODgYOhDFrVaDaqqolgs4ubNm33rdwfvB2FS8xrHP90FHz58ANDOqx6H7/uYn5+PLH/58iWAdlpt0DxuFG/fvh353mni6dOnANqxzsPDQ6yvrw91f7VaxcOHD7G/v4/5+Xncu3cPy8vLI/UlHEcNM8l5jaNHjHt7e0HwNwqW6vr27VuPYH3fx9raGgzDgOM42NnZwdHREX79+hX7NV24cGGc/s8Uw5zuaTQamJubw87ODs6ePRuU+76Per3e934muvCiIooivn79inw+31H31Oa1224LgtB3ax7lN2ia1hH0ZE501O6M6P9Bdc7wsCgDC7iz3S4rY5tMtkFhu2n8t6mxbTvYlYfnIGo3fZrz2iFGtivrF9RlO79xmNY4I8NxHNI0baB31S92mBRYnHGcCMfE4oxsR9ePcTMw7GDBtIZ1PM8LVqVBmCZBjpOBGXdeAzGyJX7QVNeouelR70sSo4hrkI88CYyam57EvI6VV2KmatCOl8tl0jTt1A4OsBWM+Uusn7ZtB+XsS2Yvk8X5BEGIFVDU1y9JUuCjsexEGEVRTiymOmlYEH7QvPqk5nWmzzOyxD1R+4WZphlkEizLChx527bJNE0yTZMEQaByuRzUi6JbaI7jBAJnH2e3g89SfZx4Zvqk99LSEhRFweLiIs6fP498Po/d3V04joPl5WUUCgW8evUKmUwG+XweP3/+hKqqWF9fx/7+Pq5fvz7QcxYWFpDJZHD58mUA7XOOLHbIGZyZFqOqqtja2sL29ja2t7cBAAcHB9B1HUSEJ0+eoNlsBvX39vawsrICAGg2m1hZWYnMhIiiCN/3O57DDhi/f/8evu93/B0MAHz8+HHi45s5/vTSfFKEY2/hEyrhcnYAgBEOa8QdliVqm9ywn8zaImr7jpIkRfqUnOPhfzc9Aiwj8fr168iUaDelUgmXLl3qyWxwOuFiHBHXdfH8+XPcuXPn2DwtF+LgcDFyEsNMb2A40wUXIycxcDFyEgMXIycxcDFyEgMXIycxcDFyEsO/V0RzlSn+xgoAAAAASUVORK5CYII=[/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,iVBORw0KGgoAAAANSUhEUgAAAKkAAAAiCAYAAAAkovk0AAAF60lEQVR4nO2cvW4TSxTH/7k9QhPo0kQZGiQkNwNBEVCkGUtQpFsrD4C0PABIpg3FpqTBywtskCgoMBgjUWQtpEgGrQUla6Eo5fgZDkU0q117v21f9l7NT7KU7M7H8Zz/nJk5u8kGEREMhgbzz982wGAowojU0HiMSA2Nx4jU0HiMSA2Nx4jU0HiMSA2Nx4jU0HjWKtLRaIR2u42Tk5PSdVzXRafTwWg0WqNlhv8UVAPHcYhzTgAIAAVBsFDGtm0SQqTeK8L3fRJCULfbrWOeYU14nkeccwrDsHSdXq9HlmWR7/u1+60sUtu2I0OVUgSAlFKJMlrE89eroJQixhj1er3abRhWg1KKhBBkWVYtny4bdCqJ1Pd9AkCe52WWCcOQAFC/369lUBzP8whApZlrWD1SSrIsa6k2lgk6pUWqlCLLslIjZxwdaVcFY8ws+38RHSiWWRXn26oadEqJVEfQ+U/aPoMxRrZtp7bT7/eJc06MsahuXPxpxluWtVLRV0EvUwCIMUaO45Bt25HtQRBEe3O9cjiOQ4yxhe+jlFrYy2eNkyYIgqh/AMQ5X5iw8+1yziNb8uxjjJVa7TjnK/VnnaBTabnPEyDR5aAAIMdxFu4ppaK6nPNo+bBtO3ewHMdZ2Uyugp71juOQUoqUUpHDwzCkMAxJSpnYr0kpKQiCyHkaXUYIETlTSklSysz+9fKox0y3Ea8ThiFxzklKGZ0R4r8LIRL1ut0u+b6fKJeH9mfa9q6uP+sEndIizTNYoyNu0Umu2+0SY4w8z0sVdBwt0qI2pZSp0T7tU+ScMAxTJ6SUMnWAhRCJaJL2feezII7j5H73tLHs9/uJKCSlJCHEgi3z+0dtX1w884JPo9frrc2fVYJOaZHqyJKXUior0n6/TwBKbcbLinSVaFHNL1dCiAXh6gxH1gpTdD8LfQC1bTvVoXoMdWT0fZ8syyLGWMJHWf1nrXhx9NgXsW5/lk7mn56eAgBarVbZKplsbW0BAA4ODpZuax28efMGQgjs7OxE16bTKcbjMR48eJAoe3Z2BgA4PDxMbevz588AgEePHlWyYWdnB57n4dWrV9jd3cWHDx8S99+/fw8AuH//Pq5fv46joyNwzjEejxM+0vbF+9cPSvb29irZlMW6/VlapMPhEFLK3DJXrlwBAHz9+jW3nOu6YIzhx48fZbvHzZs3c++3221sbGyU+rTb7dy2wjAE5zxx7e3btwCAO3fuJK7//PkTAHDv3r3Uts7PzwEAu7u7uX2m0el0EAQBbty4gYcPHyaEOp1OIYQAXa6GGAwGePHiRWJixe2L9//x48dcm6tSx59VKCXS2WyGMAyxv7+fW67VaoExht+/f2eWOTk5wfb2NjqdDobDYWHf379/B+cc165dyy03GAwihxV9BoNBYb+bm5vRz5PJBK9fvwZjbEEEX758gRCisL0i++O4rovj42MAl2M6GAwghMDLly9z681mM3Q6nVT74v1/+/atMOAAwNWrVwEg9xF1VX9qioJOnFIi1UvGrVu3CsvmGTuZTPDu3Ts8ffoUrVYL4/EYk8kErutmDsRwOIRlWWXMXBmccwyHQ8xmM4xGIzx79gyPHz/G5uYmZrMZnjx5gul0CgD49OkTbt++ndmWXlJd1wVwKaTj42M8f/48s46eFLqP0Wi0ECT29/cxHo+jcdPvScwvuWn2/fr1C8BlNJ4XdZy7d+8CAC4uLjLtrOrPskEnQZmNa9ZBIg294Y9nAfTmXads9DWdY8vawP+tJ05BEES5Tn1w0YeDeB6yzBM4omTulHMepbWy8Dwvka3Q+dH5OtovemznDyNZ9ul6OmWWR1qetK4/idaYJ81KvWTR7XZX9uy+6ARqWC+rDBRre+KkZ01V9S/zFpR+0mIehzaDtNxrVZYJOoUitW2bGGO1ZpLv+ySlrPSyySpe7TKslmXfglo26GSKVEfQutHQ8P/D8zwSQvzr75NuEJl/s2NoNuZvnAyNx4jU0HiMSA2Nx4jU0HiMSA2Nx4jU0Hj+ALOigOj58lhoAAAAAElFTkSuQmCC[/img]
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