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Froggy Jumps
Froggy Jumps

Teléfonos y Ecuaciones: Intersecciones de Costos

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Teléfonos y Ecuaciones: Intersecciones de Costos

Froggy Jumps

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About this activity

Descubre costos y gráficos de planes.

Created by

Rosangela Mateo Martínez
Rosangela Mateo Martínez
Dominican Republic

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Teléfonos y Ecuaciones: Intersecciones de Costos
 

Froggy Jumps

Teléfonos y Ecuaciones: Intersecciones de CostosOnline version

Descubre costos y gráficos de planes.

by Rosangela Mateo Martínez
1

En el problema de teléfonos, ¿qué representa la variable x (eje horizontal)?

2

Si el Plan B cobra 5 pesos fijos y 3 pesos por minuto, ¿cuál es la ecuación correcta?

3

En el gráfico, la línea del Plan A empieza en 10 en el eje vertical. ¿Qué significa ese 10?

4

Con 2x + 10 = 3x + 5, ¿qué estamos buscando?

5

Si x = 5, al ubicarlo en el gráfico e ir a las líneas, ¿qué encontramos?

6

Observando el punto (5, 20) en el gráfico, ¿qué significa para tu bolsillo?

7

Si hablas muy poco, ejemplo si solo consumes 2 minutos al mes, ¿qué plan tiene la línea más baja?

8

Si hablas mucho, ejemplo si consumes 10 minutos al mes, ¿qué plan te conviene contratar?

9

¿Qué opción describe mejor por qué el Plan A conviene a largo plazo?

10

Miremos solamente la línea del Plan A. Si tienes un presupuesto de 30 pesos, busca el número 30 en el eje vertical. Si sigues la línea del Plan A, ¿para cuántos minutos te alcanza ese dinero?

 
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