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Froggy Jumps
Froggy Jumps

Desafío trigonométrico: gráficas y transformaciones

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Desafío trigonométrico: gráficas y transformaciones

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Graficas y transformaciones de funciones trigonométricas

Created by

Sara López
Sara López
Colombia
This game is a version of
Desafío trigonométrico: gráficas y transformaciones

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Desafío trigonométrico: gráficas y transformaciones
 

Froggy Jumps

Desafío trigonométrico: gráficas y transformacionesOnline version

Graficas y transformaciones de funciones trigonométricas

by Sara López
1

En y = A·sin(Bx), ¿qué representa la amplitud A en la gráfica de la función?

2

¿Qué cambio produce un término +D al final de la función y = A·sin(Bx) + D?

3

Si la función es y = sin(x) y se transforma a y = sin(x − π/2), ¿qué ocurre en la gráfica?

4

¿Qué efecto tiene un factor B > 1 en y = A·sin(Bx)?

5

Al cambiar a y = 2·sin(x), ¿qué transformación ocurre?

6

Si se observa una gráfica con crestas y valles más separadas, ¿qué relación tiene con B?

7

¿Qué describe el desplazamiento vertical D en y = A·sin(Bx) + D?

8

¿Qué sucede al aplicar una traslación horizontal de π/4 a y = sin(x)?

9

¿Cómo se ve afectada la gráfica de y = sin(x) al aplicar amplitude 0.5?

10

Orden de transformaciones típico para registrar en una gráfica: ¿qué viene primero, amplitud o desplazamiento horizontal?

 
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