Multiple choice

Directions: In the given question, two quantities are given, one as 'Quantity 1' and another as 'Quantity 2'. You have to determine relationship between two quantities and choose the appropriate option. K, L, M, N and O divided Rs. 1,33,056 among themselves. K and N took 5/8th of the money and this money divided among K and N in the ratio of 7 : 8 and rest was divided among L, M and O in the ratio 2 : 19 : 3, respectively. Quantity 1: The share of M Quantity 2: The share of N

  1. Quantity 2 > Quantity 1

  2. Quantity 1 ≥ Quantity 2

  3. Quantity 1 > Quantity 2

  4. Quantity 2 ≥ Quantity 1

  5. Quantity 1 = Quantity 2 or Relation cannot be established.
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A Correct answer
Explanation

Total = 133056. K+N share = 5/8 * 133056 = 83160. N's share = 8/15 * 83160 = 44352. Rest = 133056 - 83160 = 49896. M's share = 19/24 * 49896 = 39491. Since 44352 > 39491, Quantity 2 > Quantity 1.

AI explanation

K and N took 5/8 of Rs. 1,33,056, which equals Rs. 83,160, and N's share from this amount is 8/15 of 83,160, totaling Rs. 44,352. The remaining amount is 3/8 of 1,33,056, which equals Rs. 49,896, and M's share is 19/24 of this remainder, resulting in Rs. 39,504. Comparing the two values, 44,352 is greater than 39,504, so Quantity 2 > Quantity 1.

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