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prabhakar, suraj and deepak earned a profit of Rs. 36,000. Suraj and Deepak invested Rs. 20,000 and Rs. 25,000. Quantity I: Prabhakar invested 5,000 less than suraj , how much profit prabhakar has earned? Quantity II: If prabhakar and suraj invested an equal amount of Rs. 20,000 then how much is prabhakar’s share if profit increased to Rs. 39,000?

prabhakar, suraj and deepak earned a profit of Rs. 36,000. Suraj and Deepak invested Rs. 20,000 and Rs. 25,000. Quantity I: Prabhakar invested 5,000 less than suraj , how much profit prabhakar has earned? Quantity II: If prabhakar and suraj invested an equal amount of Rs. 20,000 then how much is prabhakar’s share if profit increased to Rs. 39,000? Correct Answer Quantity 1 < Quantity 2

Given:

Total profit = 36,000

Suraj invested = Rs 20,000

Deepak invested = Rs 25,000

Calculation:

Quantity I:

Prabhakar invested 5,000 less than suraj

⇒ Prabhakar invested = Rs 15000

⇒ Prabhakar : Suraj : Deeoak = 15000 : 20000 : 25000

⇒ P : S : D = 3 : 4 : 5

⇒ Prabhakar’s share = (3 / 12) × 36000

⇒ Prabhakar’s share = Rs 9,000

Quantity II:

Total amount = Rs 39,000

Suraj = Prabhakar

⇒ P : S : D = 20000 : 20000 : 25000

⇒ P : S : D = 4 : 4 : 5

⇒ Prabhakar’s share = (4 / 13) × 39000

⇒ Prabhakar’s share = Rs 12,000

∴ Quanity I < Quantity II

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