Asked by Anonymous
A fruit stall owner had some pears, apples and oranges. For every 2 pears, there were 3 apples. For every 9 apples, there were 5 oranges. 36 pears were rotten and thrown away. Then 1/5 of the remaining fruits were pears.
How many fruits did the fruit owner have at first?
How many fruits did the fruit owner have at first?
Answers
Answered by
mathhelper
pears : apples = 2 : 3 = 6 : 9 , ( I wanted the same number for apples)
apples : oranges = 9 : 5
so
pears : apples : oranges = 6 : 9 : 5 or 6x : 9x : 5x
for a total of 20x fruits
36 bad pears, so pears left = 6x-36
total remaining = 20x - 36
"Then 1/5 of the remaining fruits were pears"
----> (1/5)(20x - 36) = 6x - 36
20x - 36 = 30x - 180
-10x = -144
oops, x has to be a whole number
I can't find any error in my solution, perhaps you can spot one
apples : oranges = 9 : 5
so
pears : apples : oranges = 6 : 9 : 5 or 6x : 9x : 5x
for a total of 20x fruits
36 bad pears, so pears left = 6x-36
total remaining = 20x - 36
"Then 1/5 of the remaining fruits were pears"
----> (1/5)(20x - 36) = 6x - 36
20x - 36 = 30x - 180
-10x = -144
oops, x has to be a whole number
I can't find any error in my solution, perhaps you can spot one
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