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  • Attracting the Customer

Attracting the Customer

Subject(s): Mathematics | Age: 9-11 | 11-14 | 14-16 | Type: Activity sheet | Group work | Teacher guidance | Publication Year: 2010 to date
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This set of Cre8ate maths activities explores three ways in which retailers and product manufacturers may seek to persuade customers to either buy more of their product or encourage customer loyalty.

In ‘Prize draw’ students explore sequences and series. ‘Offers’ involves money calculations and comparison of prices. In ‘Collect the set’ students run and devise simulations, find mean and range and discuss these and the probabilities of events.

  • URL: http://stem.org.uk/rx337
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  • Rated 5/5

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Any use of a resource that includes a practical activity must include a risk assessment. Please note that collections may contain ARCHIVE resources, which were developed at a much earlier date. Since that time there have been significant changes in the rules and guidance affecting laboratory practical work. Further information is provided in our Health and Safety guidance.


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  • PDF document, Category Three Materials

    PDF document

    Package download

  • PDF document, Category Three Materials

    PDF document

    Prize draw

  • PDF document, Category Three Materials

    PDF document

    Offers

  • PDF document, Category Three Materials

    PDF document

    Collect the set

  • PDF document, Category Three Materials

    PDF document

    Collect the set - famous athlete cards

  • PDF document, Category Three Materials

    PDF document

    Attracting the customer (teachers' notes)

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Review

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Surprised!

Posted by jpowell on 26th November 2011

On On On On On

Activity time: 15 mins  
Level / prior knowledge: Level 5/Column addition 

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Activity time: 15 mins  
Level / prior knowledge: Level 5/Column addition 
Subject / curriculum links / skills: Maths/Algebra/Sequences
Preparation time: 10 mins to work out answers  
Extra resources: Computer with projector   
Commentary:
Pupils are never more engaged than when they are surprised by something that contradicts what they thought was obvious. The “prize draw” resource does exactly this. Pupils are presented with 4 different prizes to pick from. I ask pupils to very quickly (so they must rely on intuition rather than calculation) decide on which prize they would choose. Of course very rarely does anyone pick the correct answer because to them it is so obviously wrong. Then I ask them to calculate each one, which just requires some competent column addition or the use of a calculator, and watch their poor little puzzled faces as they realise that there is something surprising happening. This is a good introduction to geometric sequences and I will often follow it up with a few more examples such as “how much pocket money would you get in one month if you got 1p on the first day and double every day thereafter?”

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cre8ate maths

Resource by: cre8ate maths

Centre for Science Education

Resource by: Centre for Science Education

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