A and B start a business. A invests ₹80,000 for 9 months, B invests ₹1,20,000 for 6 months. What is B's share of a ₹45,000 profit?A₹26,500B₹28,000C₹36,000D₹22,500Answer: D. ₹22,500 Read Explanation: Profit is shared in the ratio of investment × time.Calculate capitals × timeA:(80,000×9=7,20,000)A: (80{,}000 \times 9 = 7,20,000)A:(80,000×9=7,20,000)B:(1,20,000×6=7,20,000)B: (1,20,000 \times 6 = 7,20,000)B:(1,20,000×6=7,20,000)Ratio7,20,000:7,20,000=1:17,20,000 : 7,20,000 = 1 : 17,20,000:7,20,000=1:1Divide profitTotal parts = (1 + 1 = 2)B’s share:12×45,000=22,500\frac{1}{2} \times 45,000 = 22,50021×45,000=22,500Final Answer:B’s share = ₹22,500 Read more in App