P invests ₹60,000 for 10 months; Q invests ₹45,000 for 8 months; and R invests ₹75,000 for 6 months in a business. Find the ratio in which the profit should be shared among P, Q, and R, respectively.
P, 10 महीने के लिए ₹60,000; Q, 8 महीने के लिए ₹45,000; और R, 6 महीने के लिए ₹75,000 एक व्यवसाय में निवेश (Investment) करते हैं। P, Q और R के बीच लाभ (Profit) को क्रमशः किस अनुपात (Ratio) में बाँटा जाना चाहिए ?
Answer और ExplanationAnswer and explanation
Answer: (A) 20 : 12 : 15
P = 60,000 × 10 = 6,00,000
Q = 45,000 × 8 = 3,60,000
R = 75,000 × 6 = 4,50,000
P : Q : R = 600 : 360 : 450 = 20 : 12 : 15
✓
लाभ (Profit) 20 : 12 : 15 के अनुपात (Ratio) में बँटेगा।
P = 60,000 × 10 = 6,00,000
Q = 45,000 × 8 = 3,60,000
R = 75,000 × 6 = 4,50,000
P : Q : R = 600 : 360 : 450 = 20 : 12 : 15
✓
The profit is shared in 20 : 12 : 15.
Source: UP Police SI · 14 Mar 2026 · Shift 2। Solution: Prashant Sir, Vijayastra।Source: UP Police SI · 14 Mar 2026 · Shift 2. Solution by Prashant Sir, from Vijayastra.