Quizzes & Puzzles0 min ago
Quiz
7 Answers
Hi
Is there a special way of working out this puzzle. I've been trying different scenarios but am totally stumped
In my local sweet shop Chewies cost 5p, lollies cost 4p and you get 4 gummy worms for 1p.
I spent £1 and I got 100 sweets.
How many Chewies did I buy?
Is there a special way of working out this puzzle. I've been trying different scenarios but am totally stumped
In my local sweet shop Chewies cost 5p, lollies cost 4p and you get 4 gummy worms for 1p.
I spent £1 and I got 100 sweets.
How many Chewies did I buy?
Answers
do simultaneous equations C + L + G = 100 (where C, L and G are the numbers of chewies, lollies and gummies) and 5C + 4L + 0.25 G= 100 (which i rewrote as 20C +16L+G= 400) Reduce to get 19C +15L=300 The only multiple of 19 that leaves a balance (from 300) which is a multiple of 15 is 285 (15 x 19= 285). Take it from there
20:10 Tue 07th Mar 2017
do simultaneous equations
C + L + G = 100 (where C, L and G are the numbers of chewies, lollies and gummies)
and 5C + 4L + 0.25 G= 100 (which i rewrote as 20C +16L+G= 400)
Reduce to get 19C +15L=300
The only multiple of 19 that leaves a balance (from 300) which is a multiple of 15 is 285 (15 x 19= 285). Take it from there
C + L + G = 100 (where C, L and G are the numbers of chewies, lollies and gummies)
and 5C + 4L + 0.25 G= 100 (which i rewrote as 20C +16L+G= 400)
Reduce to get 19C +15L=300
The only multiple of 19 that leaves a balance (from 300) which is a multiple of 15 is 285 (15 x 19= 285). Take it from there