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Froggy Jumps
Froggy Jumps

Matemática y el mundial no tan difícil

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Matemática y el mundial no tan difícil

Froggy Jumps

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About this activity

Matemáticas aplicadas al fútbol

Created by

Juan pablo Tangarife cruz
Juan pablo Tangarife cruz
Colombia

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Matemática y el mundial no tan difícil
 

Froggy Jumps

Matemática y el mundial no tan difícilOnline version

Matemáticas aplicadas al fútbol

by Juan pablo Tangarife cruz
1

Si un partido dura 90 minutos y un delantero marca 2 goles cada 15 minutos, ¿cuántos goles en un partido?

2

En un grupo de 4 equipos, cada uno juega 3 partidos. ¿Cuántos partidos se juegan en total?

3

Un jugador suma 1 punto por gol y 0.5 por asistencia. Si tiene 2 goles y 1 asistencia, ¿cuántos puntos?

4

Estadio con capacidad 60,000 y 45,000 espectadores. ¿Qué porcentaje está lleno?

5

En la fase de grupos, victoria 3 puntos, empate 1. Si recibe 2 victorias y 1 empate, ¿cuántos puntos tiene?

6

Campeón suma 27 puntos en 9 partidos. ¿Puntos promedio por partido?

7

Un delantero convierte 1 de cada 4 tiros. Si intenta 12 tiros, ¿cuántos goles esperados?

8

El primer tiempo termina a los 45 minutos y hay 3 minutos de descuento. ¿En qué minuto termina?

9

Si un jugador es expulsado por 5 minutos en un partido de 90 minutos, ¿qué porcentaje del tiempo de juego total representa?

10

Para pasar de 9 puntos a 12, ¿cuántos puntos más necesita?

 
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