6+9=15?
OA?
a good remiander Q
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Source: Beat The GMAT — Problem Solving |
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shankar.ashwin
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shankar.ashwin
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For the remainder to be 5, the denominator 'b' of the fraction (a/b) should be more than 5. (if it is 5, remainder will be 0)
So minimum value b could take is 6 (to possibly give a remainder of 5)
Similarly for the other fraction remainder is 8, so minimum value of Denominator should be 9.
They ask for minimum value b+d can take, so this is the minimum.
So minimum value b could take is 6 (to possibly give a remainder of 5)
Similarly for the other fraction remainder is 8, so minimum value of Denominator should be 9.
They ask for minimum value b+d can take, so this is the minimum.












