New
New
Year 6

Explain how to use the mean to make comparisons between two sets of data

I can explain how to use the mean to make comparisons between two sets of information

New
New
Year 6

Explain how to use the mean to make comparisons between two sets of data

I can explain how to use the mean to make comparisons between two sets of information

Lesson details

Key learning points

  1. The mean value can be used to compare two different sets of data.
  2. The mean is a single value which can represent a set of data.

Keywords

  • Mean average - The mean average is a single number expressing the typical value in a set of data. It is calculated by finding the total of the set of data and dividing by how many values there are.

  • Set of data - A set of data is collection of facts, such as numbers, words, measurements, observations or even just descriptions of things.

Common misconception

The mean average is used to compare different sets of data. Much of the data we see in the media uses mean average values so it is important to know how these figures are calculated.

Discuss what the mean average of a set of data represents and perhaps look at current news stories or local papers for examples of the mean average used in the media.

You may want to use data relating to your own setting or change the teams to reflect your children. Again, values have been chosen deliberately to allow for calucations to be manageable to keep the focus learning about using mean averages and to create certain results to promote discussion.
Teacher tip

Licence

This content is © Oak National Academy Limited (2024), licensed on Open Government Licence version 3.0 except where otherwise stated. See Oak's terms & conditions (Collection 2).

Lesson video

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6 Questions

Q1.
The difference between 9 and 15 is
Correct Answer: 6
Q2.
56 ÷ 7 =
Correct Answer: 8
Q3.
What is the mean average number of cards using the following data. Jun: 9; Sam: 12; Alex: 11; Jacob: 0
Correct Answer: 8
Q4.
Four children are playing a card game. What total number of cards could the children have so that the mean average would be a whole number?
5
Correct answer: 28
46
Q5.
The table shows the number of cards each child currently has, the current total and mean average. Work out the mean average if Laura loses 4 of her cards.
An image in a quiz
Correct answer: 2
3
4
Q6.
The table shows the number of cards each child currently has, the current total and mean average. Work out the mean average if the teacher gives the children 8 extra cards.
An image in a quiz
3
4
Correct answer: 5

6 Questions

Q1.
Lucas says that the hockey team are the most successful as they have won more matches. Why can we not tell if this is true?
An image in a quiz
During hockey, more goals are typically scored.
Correct answer: We don’t know how many games each team has played.
Q2.
Lucas and Laura compare the data of the Oak hockey and netball team. They have played an equal amount of matches. Which team is most successful?
Hockey: Mean average of match wins is 5
Correct answer: Netball: Mean average of match wins is 6
Q3.
Look at the graph. What is the mean average amount of goals scored by the hockey team during each match?
An image in a quiz
Correct Answer: 6
Q4.
Laura compares the Oak hockey team to Willow hockey team. Oak played 9 games and scored a total of 81 goals. Willow played 10 games and scored 84 goals. Which school team is more successful?
Correct answer: Oak School
Willow School
Q5.
The score for match 4 for the netball team was wrong and has been removed from the graph. The mean average goals scored is 5 What must the missing value be for goals scored?
An image in a quiz
2
Correct answer: 3
4
Q6.
Calculate the mean average difference in the goals scored and goals against for the Oak football team. The mean average is
An image in a quiz
Correct Answer: 1