In the question, two quantities (I) and (II) are given. You have to solve both quantities to establish the correct relation between Quantity (I) and Quantity (II) and choose the correct option.

Quantity (I): 'I', 'J', and 'K' started a business by investing 10000 Rs. and 15000 Rs. and 20000 Rs. respectively. After 6 months, 'I' invested 40 % more than the initial investment and after another 2 months, J withdrew 5000 Rs. Find the share of 'J' if the total profit at the end of the year is 68000 Rs.

Quantity (II) : 'M' and 'N' and 'O' undertake to complete a piece of work for 40500 Rs. 'M' and 'N' alone can do the work in 12 days and 16 days respectively and with the help of 'O', they all together can complete the same work in 16/3 days. Find the share of 'M'?

1
Quantity (I) > Quantity (II)
2
Quantity (I) < Quantity (II)
3
Quantity (I) = Quantity (II)
4
Quantity (I) ≥ Quantity II
5
Quantity (I) ≤ Quantity (II)

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