Quantity I: The largest 5 digits number is 99999. On dividing 99999 by 90, we get 1111 as quotient and 9 as remainder So, the largest 5 digits number exactly divisible by 90 = 99999 – 9 = 99990 Quantity II: Given that, the difference of two numbers=93764 Let the smallest number be X. Then, the largest number = X + 93764 From the given information, on dividing the largest number by the smallest number, we will get 19 as quotient and 3764 as remainder. So, dividend= (divisor × quotient) + remainder So, (X + 93764) = (X × 19) + 3764 X + 90000 = 19X ⇒ X = 5000 So the smallest number is 5000 ∴ Quantity I > Quantity II