[b][u]INDICACIONES[/u][/b][br]1. Lea y realice lo que se solicita en cada pregunta.[br]2. Seleccione la respuesta con esfero azul, solo existe una respuesta para cada pregunta.
[b]ÍTEM SIMPLE[/b][br]Determine la respuesta correcta, solo se seleccionará una opción.
[b]1.- La derivada de la función[img]data:image/png;base64,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[/img]es: [/b]
[b]2.- La derivada de la función [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUgAAAAlCAYAAAAgCXADAAAKbklEQVR4nO2dz4vTzhvH3/3e/TGtR72YXgRhD2YXkb24B1M8eHEhFRcRXHTTgxfdrbSehZaPepJtxYW9NQW92bXrQQ8torJKC4qnFBHxlNA/Yb4Hney0TZofbdO6zgsC3TRNnsk8857J88xkY5RSCoFAIBAM8L9pGyAQCASzihBIgUAgcEEIpEAgELggBFIgEAhcEAIpEAgELgiBFAgEAheEQAoiIx6PIxaLoVgsTtuUqaLrOlKpFGKxGGKxGJLJJHRdn7ZZ/wyWZaFYLGJ+fh6xWAzxeByZTAaWZQ0cKwRSEAntdhsLCwsAgGw2a4vDsO2gsr29jaNHj8I0TdRqNRiGgStXrqDT6UzbtH+Cra0tZLNZ3LlzB6ZpYmFhAZubm3j+/PnAsUIgBZHw/v17LC0tgVLqezuo1Ot16LqORCKBixcv2vt//fo1Rav+LSRJQjqdRiKRwJkzZ9wPpCPSaDSooii0UqkE+l2pVKKqqtJGozGqCRPBMAzq5/YYhkFbrVYEFv3dKIpyoO6TJElj8V3TNCkAKknSGKwSBKVWq1FCCFVV1fF7RwUwTZNqmkYlSaIAKABaKpUGjtM0jcqyHNrxG40GlWWZ5nK5UL8fB4VCwS6j0+YGf4yiKBFaPHkMw6CFQoEqijJQzlqtFvh8pmlSQsgELB0vlUqFSpJEDcOglP72z2G+MQ6BLBQKlBASaedhmiatVCpUVVVKCLHLM8sDFtM07UEVb7Msy7RQKPQcq2ka1TTNrkc32DkIIa4DvAEFYM4MgBYKBXsk1X/jCoUClSSJmqYZtKyO13MS4CgIK5CtVuvACiQTRk3TqGma1DCMns4yaCOq1WquPfQsYJomlWWZqqra48+TFshWqxW5OFK67/OyLFPTNKlpmj2doZewTAPeZsMwqGmaVFVV2+Z+kWSdndeTrWEYVJZlCsDx2AEF4AXD7UYx0QwzmnCiUqlMrWJYecM4+0EXSF4seL/od0Yvcrlc4BBMEJiQhUVRFEcBZ+cNWl4/mKY5tsf0oLC65Nsva4OTKi+PoiiBr+FkM9+BObVB9r1XB8TO7eQDPUkay7Lw9OlTO4h58uRJx7jlf//9B0mSegLMo5BOp0EIwdbW1ljOJxiNer0OSikSicRYzletVu0M9qyh6zp2d3fx5MmTSK979epVrK+vY3FxEQBQLBYjm/60sbEBSmlP+z18+LD9+ciRI5HYEQQnm71YXFyEpmm4fPly6OvaAlkul3Hs2DEYhgEAMAwDsVgMmUxm4Ee6ruPChQuuJ83n8/ZUDTa/y7Ise+5Xs9kc+M2FCxdQrVZDF2RW4KeppFIp6LreM9+qXC4P/X273UYymUQsFsP8/Lw9N0vXdcTjcaRSqSiKMcD379/tz+fOnfP9u06nA0LIQGfLytPvY8x3ohKL+/fvQ9O0sXQGfuuOifLa2prtK9lsFqdPnx7ZhrC8fPkSAEAIwfLycs93fNuNx+Not9sAess7DX7+/Gl/Xlpacjzm1q1bMAwDOzs79r5isYhkMolOpwPLsvDmzRsAwLVr1wZP4DQkhcvzOKX7sTe3IXKpVLI3/AmAUko9YxxsmDtqTDMozE4+xkYIseNvw4DD8J6FH9jGYqt8vMRtyM9iQXzMr1Qq9dSLpmnjK7xPDMOw49JO1zcMww6M91MqlQaScK1Wi6qq2hPHbbVaPY/xQR7Jwz5is+t7+TrvG/jzKNZfh0Hqrv98bJvG4zZLyOFPfM/JN1l5mQ+zWC3ziaAZ+DCP2E6w2CGLpbrB2jOjP+8gSZJruLDHq5hYDGvErMK9KpMXCkVR7OCqG35jgf2Z1WGb39ggX9ZGo2FXvNeNd7sO2y/Lsr2vVqsFagiaptnnmGYSi9J9cXe6H5VKxa5fpw5OVdWhsWomFoqiUEJIKJEIK5DM34ddkyUE2GdWzmHJlVmqu2H0C4VX5pePUyqK4msQ4cQ4BJIfgHnFGJl/hqHHq1hDGDYlw69AUkptoSGEeN7IUZIl48bvSMZLIPn9/EjCj3PwnZWf470yrmFHK/0ZTzdY4+m31Uu4+JG1H5u8Zh30b37OFQQ/o/mgdRf0uuOsX0p/DxD8CH+YmRtBbPZ7r9i98DsDgA2qwtCTpHn9+jUAjC2gLkkSAIwtxhMVfIztx48fU7HhxIkT9ucbN254Hr+4uBholQpLDgxD13Vks1nIsox6vT60DtPpNCRJspN8ANBsNqGq6tBrMB+RZdmXTSxYz2+NRgMAIlmNw9votjQwaN35ve6465cxNzeHx48fAwC63a5rnPz48eP259u3b/s6t5NtiqKgUCgM7N/Y2PA8X7vdxqVLl0AIwdu3bzE3N+fLjrDYAtnpdNDtdgG4BzwB4NChQwCAd+/eDT1xPp/H3t4eAODTp0++DTp16tTQ7/lF/l7btBIao9LpdLCysmL//e3bt8htaLfbyGQykCTJUxwZ6+vrMAzDTsy9evUK58+fdz1+Z2cHDx48AADbV/52ZqHuwuBH+Pn29OXLl4nb1I9lWVhdXUW3241EHAFOID9+/GjvHJZNm5ubAyGkJ6vZT7lcxubmJkqlEgBgd3fX05DPnz9DkiTPhsimoPjZ6vW653WdhPTr16/256gzi51OB6qq4t69e/boyqszmgSrq6sAgBcvXvTUST6fd+14lpeXQQjB9vY2gN9PJGfPnnU8ttlsYmVlBZVKpWdflLDpLG7XTaVSiMfjPW95YRlcAANreGel7rxggwy3cvXPOLAsC5lMBolEApqmAYCd+Y2SR48eYW9vD5VKpUccd3Z2PDPpsiyHuyh71s7lcnYswCteyJYhOu0HFwPhEzW1Wo0WCgXXgD0hZCpLDpl9LJDOZyGHxVn4eAy/oogvMx975WNnbplg9j27Lh/sZ1nSKPCK8w2zg/kRW8nQj9OEZHa/c7kcbTQagf1gUlns/hVF/OoNvm5nqe784FUuPlHD6oaVl68/9rugCzzCJGn8xGDd6M9iB8E+KwvS+knZM4fodyxJkgbWNbIGQwhxvSnTXElTKpXsDCq70U7rO/txEw2n9ctOldsfRGf3QFEUu+G1Wq0esY5qSRp/L5y2YcsGmW9IkuTolEw4eBGsVCo904iCZkZHWUnjZiel+0sk+Wk57HjexlmqOz8YhkFzuZzd5vly8W2Qr0tmP78scdj0mGGEEUg+mee0uSWWWScYdtUfKN1/o4jb6MaJXC431rXYk17eJIgOJoLjWoo6SabZOQsmj9vTrl9AafA5evzFR3mbD5teMM23+QjGD+u1o570Hxb2ogrBwSLIlEQ3QOn+Y2EYoWLvgww6Wpj190EK/h3c3uYj+Hup1Wq+3ubjRexPLAE3b970NQ9JIDio6LqOhw8folqtur6oRTD7sLX9d+/eHbkeY5Qe4HfbCwQCwQiI/0kjEAgELgiBFAgEAheEQAoEAoELQiAFAoHABSGQAoFA4IIQSIFAIHBBCKQDlmUhn8/b/28jmUxG/qaZf5VyuRzof/gIBJNECKQDW1tb6Ha7+PDhA0zTBCEE169fn7ZZB55ms4lnz56hWq2CUop0Oo21tTXX9xMKBJPm/6Xy/6CNPnlJAAAAAElFTkSuQmCC[/img] es: [/b]
[b]3.- La derivada de la función [img]data:image/png;base64,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[/img] es: [/b]
[b]4.- La derivada de la función [img]data:image/png;base64,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[/img] es: [/b]
[b]5.- La gráfica de la derivada de la función [img]data:image/png;base64,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[/img] es:[/b]
[b]6.- [/b][b]La gráfica de la derivada de la función [img]data:image/png;base64,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[/img] es: [br][/b]
[b]ÍTEM DE COMPLETAMIENTO[/b][br]Seleccione las alternativas que completen correctamente las siguientes afirmaciones.[br][b]7.- [/b][b]La función corresponde a ___________ y su derivada es _____________.[/b]
[b]ÍTEMS DE RELACIÓN ENTRE COLUMNAS[/b][br]Seleccione la alternativa correcta.[br][b]8.- [/b][b]Relacione las funciones con su respectiva gráfica de la función y derivada.[br][img]data:image/png;base64,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[/img][/b]
[b]ÍTEM DE ORDENAMIENTO[/b][br]Seleccione la alternativa que ordene la derivada de forma correcta[br][b]9.- Para encontrar la derivada de la función [img]data:image/png;base64,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[/img] [b],mediante la regla de la cadena realizamos los siguientes pasos.[/b][br][img]data:image/png;base64,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[/img][/b]
[b]10.- Para encontrar la derivada de la función [img]data:image/png;base64,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[/img][b],mediante la regla de la cadena realizamos los siguientes pasos.[br][img]data:image/png;base64,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[/img][/b][/b]