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Integral Calculus

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Integral Calculus

Ficha resumen

Descripción:

Thanks to the work of Barrow, Newton and Leibniz (the creators of infinitesimal calculus), two paths which had developed separately throughout the history of mathematics, for over more than 20 centuries, were combined in what is now known as integral calculus. One of the paths, the search for formulae to find the area of plane regions, dates back to the ancient Greek mathematicians. The other path emerged to develop the concept of the derivative, by looking for a reciprocal operation.

Orientación didáctica:

KNOWLEDGE TYPE: declarative, procedural

LEARNING OBJECTIVES: Know and apply the concepts of the definite and indefinite integral. Interpret the definite and indefinite integral geometrically. Find relations between the problems of calculating areas and antiderivatives using Barrow's rule. Use the integral in basic geometric applications to calculate areas.

PRIOR KNOWLEDGE: The contents required are explained in this course. The contents of this course is taught in the next.

Licencia:

creative commons: reconocimiento - no comercial - compartir igual

Descripción licencia:

The use of the following contents is universal, free of charge and open, provided that it is for noncommercial educational use. The actions, products and utilities derived from its use are therefore not allowed to generate any profit. Moreover, the reference to the source is required.

Destinatario:

alumno

Contexto:

compañero

General

Idioma:

inglés

Palabras clave: definite integral indefinite integral finding definite integrals geometric applications problem of finding areas

Ambito: universal

Estructura:

lineal

Nivel de agregación:

Secuencia Didáctica

Colección: Descartes

Nodo:

INTEF

agrega.educacion.es

URL repositorio: /repositorio/26052010/88/es_2010052663_9121523

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Técnica

Formato:

image/gif

text/html

Tamaño: 474838

Tipo requerimiento:

navegador

Nombre requerimiento:

cualquiera

Tipo requerimiento:

sistema operativo

Nombre requerimiento:

multi-os

Consideraciones instalación:

Installation is not required.

Otros requisitos plataforma:

Locally install and enable the Java interpreter and the Descartes applet plug-in.

Uso Educativo

Tipo recurso educativo:

escenario real o virtual de aprendizaje

Tipo interacción:

combinado

Nivel interacción:

alto

Densidad semántica:

media

Edad: 17 years

Dificultad:

medio

Tiempo aprendizaje: 4 teaching units

Idioma educativo:

inglés

Proceso cognitivo:

analizar

explicar

observar

Derechos

Coste licencia:

Tipo acceso:

universal

Descripción acceso:

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