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Football Maths – mode, mean and median

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Football Maths – mode, mean and median
Football Maths – Mode, Mean and Median



Name Age Club Caps (goals) Position

David James 38 Portsmouth 45 GK

Paul Robinson 29 Blackburn Rovers 41 GK

Scott Carson 23 West Bromwich Albion 3 GK

John Terry 28 Chelsea 48 DF

Wayne Bridge 28 Manchester City 32 DF

Matthew Upson 29 West Ham United 12 DF

Micah Richards 20 Manchester City 11 DF

Glen Johnson 24 Portsmouth 10 DF

Joleon Lescott 26 Everton 6 DF

Curtis Davies 23 Aston Villa 0 DF

Michael Mancienne 21 Chelsea 0 DF

Gareth Barry 27 Aston Villa 26 MF

Shaun Wright-Phillips 27 Manchester City 22 MF

Stewart Downing 24 Middlesbrough 21 MF

Michael Carrick 27 Manchester United 15 MF

Ashley Young 23 Aston Villa 4 MF

Scott Parker 28 West Ham United 3 MF

Jimmy Bullard 30 Hull City 0 MF

Jermain Defoe 26 Tottenham Hotspur 32 FW

Peter Crouch 27 Portsmouth 30 FW

Darren Bent 24 Tottenham Hotspur 4 FW

Gabriel Agbonlahor 22 Aston Villa 1 FW



Mode -the number which occurs most often.



Median -the middle number. First list the set of numbers in size order. Then

count in from both sides until you find the middle number in the set.



Mean -the average calculated by adding all the numbers together and then

dividing the total by the number of numbers in the set



1. Work out the modal age of the England team.

2. Work out the median age of the England team.

3. Work out the mean age of the England team.

4. Work out the average number of goals scored by the England team by finding

the mean, mode and median. Which average is a better reflection of the data?


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