Verified by Ajay Kumar
A, B, and C started a business. A contributed Rs. 12,000, B contributed Rs. 15,000, and C contributed Rs. 18,000. After 6 months, B withdrew Rs. 5,000, while C added Rs. 10,000. If the total profit at the end of the year is Rs. 54,000, how much did C receive?
₹26,147
₹24,901
₹14,000
₹17,890
Answer: A
Profit is divided according to capital × time. A = 12000 × 12 = 144000. B = 15000 × 6 + 10000 × 6 = 150000. C = 18000 × 6 + 28000 × 6 = 276000. C's share = \(54000\times\frac{276}{570}\) = approximately ₹26,147.37.
A, B और C ने एक व्यवसाय शुरू किया। A ने 12,000 रुपये, B ने 15,000 रुपये और C ने 18,000 रुपये का योगदान दिया। 6 महीने बाद, B ने 5,000 रुपये निकाल लिए, जबकि C ने 10,000 रुपये जोड़े। यदि वर्ष के अंत में कुल लाभ 54,000 रुपये है, तो C को कितना लाभ हुआ?
₹26,147
₹24,901
₹14,000
₹17,890
उत्तर: A
लाभ का बँटवारा पूँजी × समय के अनुपात में होता है। A = 12000 × 12 = 144000। B = 15000 × 6 + 10000 × 6 = 150000। C = 18000 × 6 + 28000 × 6 = 276000। C का लाभ = \(54000\times\frac{276}{570}\) = लगभग ₹26,147.37।
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