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Desafío de Funciones Lineales

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Desafío de Funciones Lineales

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About this activity

Conocimientos básicos de funciones

Created by

Isaac Colarte
Isaac Colarte
Paraguay

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Desafío de Funciones Lineales
 

Desafío de Funciones LinealesOnline version

Conocimientos básicos de funciones

by Isaac Colarte
1

Una relación que forma una recta al graficarse y tiene pendiente constante.

Pistas

Interseca el eje y en el punto b (ordenada al origen).

La pendiente es constante y determina la inclinación de la recta.

Se escribe como y = mx + b.

2

¿Qué describe cuán empinada está una recta?

Pistas

En la ecuación y = mx + b, m representa esta cantidad.

Se puede calcular con dos puntos (x1,y1) y (x2,y2).

Es el cociente entre el cambio en y y el cambio en x.

3

Es la cantidad que modificas para ver cómo cambia la salida de una función.

Pistas

A diferencia de la constante, puede cambiar sin alterar la definición de la función.

Es la entrada de la función.

Se representa a menudo en el eje horizontal de una gráfica.

4

Punto donde dos funciones se cruzan en el plano

Pistas

En la gráfica, son los puntos donde las curvas se tocan.

Se obtiene resolviendo la ecuación f(x) = g(x).

Es el conjunto de x para el que f(x) = g(x).

 
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