SOLUTION: Gareth bought 7 rulers and 12 magnets with 1/3 of his monthly allowance. The
cost of a magnet is 3 times the cost of a ruler. He used 2/3 of his remaining allowance to
buy more r
Algebra.Com
Question 1185337: Gareth bought 7 rulers and 12 magnets with 1/3 of his monthly allowance. The
cost of a magnet is 3 times the cost of a ruler. He used 2/3 of his remaining allowance to
buy more rulers. How many rulers did he buy in all?
Welp
Answer by greenestamps(13200) (Show Source): You can put this solution on YOUR website!
The problem as stated is faulty....
A magnet costs 3 times as much as a ruler, so buying 7 rulers and 12 magnets costs the same as buying 7+3(12)=43 rulers.
Since that purchase cost 1/3 of his allowance, his allowance is enough to buy 43*3=129 rulers.
After that purchase he had 2/3 of his allowance left, and he spent 2/3 of that amount to buy more rulers. 2/3 of 2/3 is 4/9, so this statement says he spent 4/9 of his allowance to buy more rulers.
But 4/9 of 129 is not a whole number -- so the problem is flawed.
RELATED QUESTIONS
Hassan bought some keychains and some magnets. Each keychain cost $2.65 and each magnet... (answered by josgarithmetic)
You find that when you order 50 magnets, the average cost per magnet is $1.70 and when... (answered by Alan3354)
michael bought 3 pencils and 2 rulers at a total cost of $2.30. nacey bought 3 rulers and (answered by stanbon)
At a local garage sale, Christ bought 4 gardening magazines and 3 mugs for $8.70; Sarah... (answered by Shin123,greenestamps)
Totally confused! Please help! Many Thanks!
At a local garage sale, Chris bought 4... (answered by Alan3354)
Hi
Jack has some magnets. He gives Kevin half his magnets plus 1 magnet and gives bob... (answered by ikleyn,josgarithmetic)
Graph papers and rulers. 5 packs of graph and 30 rulers costs 40.00. 12 packs of graph... (answered by checkley71)
6. (20 pts) Josh wants to purchase custom-made refrigerator magnets to advertise his... (answered by Boreal)
Darren had some round and square magnets. The ratio of the number of round magnets to the (answered by MathLover1,greenestamps)