Help please!
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Help please!
Can anyone explain how to work out the following?
6 lollies and 3 ice-creams cost £8.52
3 ice-creams and 6 drinks cost £9.24
What would the cost of 1 lolly, 1 ice-cream and 1 drink be?
I know there must be a method (we're thinking algebra?) but can't work out what it is
Thanks a lot
6 lollies and 3 ice-creams cost £8.52
3 ice-creams and 6 drinks cost £9.24
What would the cost of 1 lolly, 1 ice-cream and 1 drink be?
I know there must be a method (we're thinking algebra?) but can't work out what it is
Thanks a lot
Re: Help please!
6 lollies 6 ice-creams 6 drinks costs £17-76Jess wrote:Can anyone explain how to work out the following?
6 lollies and 3 ice-creams cost £8.52
3 ice-creams and 6 drinks cost £9.24
What would the cost of 1 lolly, 1 ice-cream and 1 drink be?
I know there must be a method (we're thinking algebra?) but can't work out what it is
Thanks a lot
1 of each is 1/6 the total.
£2-96 if my mental arithmetic is correct.
Edited. Sorry divided by 3.
It's a really good question for testing mathematical reasoning. However it would be better worded to avoid the ambiguity Jess points out if it said "What is the TOTAL cost of 1 lolly, 1 ice cream and 1 drink".
Questions do not seem to be worded half as well as in "my day". It's as if a stage in the testing of questions is frequently being missed out. You even see ambiguous GCSE questions.
Questions do not seem to be worded half as well as in "my day". It's as if a stage in the testing of questions is frequently being missed out. You even see ambiguous GCSE questions.
It looks like it should be a simultaneous equation question, but there are 3 unknowns and only 2 equations - so there is insufficient information to work out the separate values.
As I recall simultaneous equations used to be 2nd year at secondary school in the 1970s (year - so would not expect year 6 children to be able to do them unless the curriculum has changed drastically. Perhaps a Maths teacher could say when simultaneous equations get taught now?
As I recall simultaneous equations used to be 2nd year at secondary school in the 1970s (year - so would not expect year 6 children to be able to do them unless the curriculum has changed drastically. Perhaps a Maths teacher could say when simultaneous equations get taught now?