Question
Ali, Benny and Osman shared a box of marbles. Ali took 1/6 of the marbles, Benny took 2/9 of the marbles and Osman took the remaining marbles. Given that Osman took 64 more marbles than Ali, find the number of marbles in the box at first.
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Several errors in the check of the above solution:
I especially like the last line of
360 - 224 = 360 marbles .....
let the original number of marbles be x
Ali took 1/6 of x or x/6
Benny took 2/9 of x or 2x/9
sofar x/6 + 2x/9 were taken
= 7x/18 were taken, which means that 12x/18 are left
Osman took 12x/18
Osman - Ali = 64
12x/18 - x/6 = 64
12x/18 - 3x/18 = 64
x/2 = 64
x = 128
So there were 128 marbles to start
check:
Ali took 1/6 or 21 1/3 marbles, but we need whole numbers
Ahhhh, the question is flawed
I especially like the last line of
360 - 224 = 360 marbles .....
let the original number of marbles be x
Ali took 1/6 of x or x/6
Benny took 2/9 of x or 2x/9
sofar x/6 + 2x/9 were taken
= 7x/18 were taken, which means that 12x/18 are left
Osman took 12x/18
Osman - Ali = 64
12x/18 - x/6 = 64
12x/18 - 3x/18 = 64
x/2 = 64
x = 128
So there were 128 marbles to start
check:
Ali took 1/6 or 21 1/3 marbles, but we need whole numbers
Ahhhh, the question is flawed
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