SSC CPO Tier 1 Exam 9 Dec 2025 Shift 1

Concept:Profit is shared in the ratio of each partner's investment multiplied by the time period. When investments change, calculate weighted capital for each part of the year.Explanation:First, find X's total weighted capital: For the first 5 months, X invested Rs. 60,000. That gives $60000 \times 5 = 300000$. For the remaining 7 months, X withdrew half, so new investment is Rs. 30,000. That gives $30000 \times 7 = 210000$. X's total = $300000 + 210000 = 510000$.Next, Y's total weighted capital: For the first 5 months, Y invested Rs. 90,000. That gives $90000 \times 5 = 450000$. For the remaining 7 months, Y added Rs. 30,000, so new investment is Rs. 1,20,000. That gives $120000 \times 7 = 840000$. Y's total = $450000 + 840000 = 1290000$.The profit-sharing ratio is $510000 : 1290000$. Simplify by dividing by 10,000: $51 : 129$. Divide by 3: $17 : 43$. Total ratio parts = $17 + 43 = 60$.X's share of profit = $\frac{17}{60} \times 49500 = 17 \times 825 = 14025$.Answer:Rs. 14,025 (Option D)