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The activities which follow are designed to familiarise the student with the concepts of the secant and tangent to a curve, to observe how the former approaches the latter and to understand the limit as a process which can be observed and checked.
KNOWLEDGE TYPE: procedural
LEARNING OBJECTIVES: To identify the problem of drawing the tangent to a curve at a point. To identify the tangent as a limit of the secants. To determine that the gradient of the tangent is the limit of the gradients of the secants. To obtain a graphical representation of the derivative of a function at a point. To use the derivative in order to determine the equation of a tangent to a curve at a point.
PRIOR KNOWLEDGE: The contents of this course is taught in the next
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.ver más
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.ver menos
| Tipus requeriment: | Nom requeriment: |
|---|---|
Tipus requeriment:
navegador
| Nom requeriment:
qualsevol
|
Tipus requeriment:
sistema operatiu
| Nom requeriment:
multi-os
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Installation is not required
Locally install and enable the Java interpreter and the Descartes applet plug-in.
es_cnice_20080623,es_{nodo}_20080923,es_clm_20091103121523455,es_murcia_20080422121523455,es_valencia_20081215,es_contenidos_20080623,es_canarias_20090114,es_aragon_20080930,es_larioja_20081107,es_cantabria_20081215,es_extremadura_20090126,es_navarra_20090202,es_castillayleon_20080422121523455,es_andalucia_20090324
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Fecha publicación: 29.3.2015
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