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Gunnislake festival quiz

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granny grump | 18:54 Tue 21st Aug 2012 | Quizzes & Puzzles
23 Answers
Last one - I really struggle with anything mathematical

43. A teapot cost £10 more than a tea strainer. If the total cost is £11 what is the cost of each item - is it as simple as £10 & £1?
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Looks like it!
£10.50 + 50p
Question Author
Thank you both - is there a simple way of working this out Sandy
There must be if I solved it. :-) I said it can't be 10 +1 because the dearer item would only be £9 more expensive then. By trial and error I reached the answer.
Question Author
Thank you - that will do for me
Yes as sandyRoe said this was fairly easy by trial and errorThat kind of problem can be worked out using algebra but it's more complicated!!!esp if you haven't done it at school..
I couldn't think of the formula earlier, but
total cost £11 = £10 + x+y. where x is the cost of the tea strainer and y the part of the price of the teapot which goes to make it the tenner more in price.
subtract £10 from each side of the equation £1= x +y
x= 50p, y=50p
add 50p to the £10=£10.50, the strainer is 50p.
One item is a tenner more than the other so the calculations sound.
Far simpler to say
Strainer is X
So teapot is X + 10
in total then X + X +10 =11
So 2X = 11 - 10 =1
so X = 1/2 or 50p
Gosh Sandy, that's complicated. I just took £10 from £11 and divided the difference of £1 by 2 = .50p. So one was worth £10 + .50p, the other .50p. Simple.
Prudie has put it more elegantly than I ever could
I nearly agree with you , Sandy.
If a tea strainer costs £x, a tea pot must cost £x+10
So
The equation is
x + (x+10) =11
2x +10=11
2x=1
x=0.5
So a tea strainer costs 0.5 of a pound =50p
and a tea pot costs £10.50
Go Prudie!
Sorry, typing too slow.
Prudie got there first.
:-))
You're using brackets, Ladyalex! I never got as far as them in school.
Well said, furrypussycat!
So simple that way.
Sandy, actually she is using parentheses :-)))
after reading all the maths Im glad tea bags were invented
What I use in the privacy of my own home is nobody's business but mine!
Well done , furrypusscat.Who needs algebra? This reminds me of the kind of problems children had to solve in the qualifying class for the 11+ exams!Sure most of you are too young to remember.It amazes me when I think of the really difficult problems-trains going into tunnels at different speeds.... if it takes 5 men two days to dig a ditch etc.etc Good job the teachers had the answer books!!Anyone remember?
It was a question in the 11+ about water flowing into a bath and draining out that scuppered us.
We came from a poor area and nobody knew what a bath was.

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