Evaluación Formativa

[b][u]INDICACIONES[/u][/b][br] 1.    Lea y realice lo que se solicita en cada pregunta.[br] 2.    Encierre la respuesta con esfero azul, solo existe una respuesta para cada pregunta.[br][b]ÍTEM SIMPLE[/b][br]Determine la respuesta correcta, solo se seleccionará una opción.
[b]1.- En base al gráfico, la derivada de una función se expresa mediante límites como:[br][img]data:image/png;base64,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[/img][/b]
[b]2.- Desde una perspectiva geométrica, la derivada de una función se la conoce como:[/b]
[b]3.-   [/b][b]La derivada de la función [img]data:image/png;base64,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[/img] [/b][b]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 que corresponde a la derivada de la función [img]data:image/png;base64,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[/img] es:[/b]
[b]6.- La gráfica que corresponde a la derivada de la función [img]data:image/png;base64,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[/img] es:[/b]
[b][b]ÍTEM DE COMPLETAMIENTO[/b][br]Seleccione las alternativas que completen correctamente las siguientes afirmaciones.[br][br]7.- [/b][b]La función corresponde a  ___________ y su derivada es _____________.[/b][br][br]
[b]8.- [/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]9.- [/b][b]Relacione las funciones con su respectiva derivada.[/b][br][img]data:image/png;base64,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[/img]
[b]10.- Relacione las funciones con su respectiva gráfica de la función y derivada.[/b][br][img]data:image/png;base64,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[/img]
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