Dipu, Rabeya and Megha started a small business by investing the capitals of 6500,
5200, 29100 respectively and just after one year they make a profit of 14,400. If they
had divided 3rd of the profit equally among themselves and the remaining in the ratio of
their capitals, let us find the profit share of each.
Answers
Answer:
Step-by-step explanation:
Dipu invested = ₹6500 for a year
Rabeya invested = ₹5200 for a year
Megha invested = ₹9100 for a year
Dipu’s total investment = ₹6500 × 12
Rabeya’s total investment = ₹5200 × 12
Megha’s total investment = ₹9100 × 12
Ratio of partnership = 6500 × 12 : 5200 × 12 : 9100 × 12
= 5 : 4 : 7
Total profit = ₹14,400
Profit which they divide equally among themselves
= ₹9600
∴ Profit of each
= ₹3200
Profit which they divide in the ratio of their capitals
= ₹4800
Dipu's share of profit =
= ₹4500
Rabeya' s share of profit
= ₹3600
Megha's share of profit
= ₹6300
Hence,
Dipu’s total profit = ₹4500 + ₹3200
= ₹7700
Rabeya’s total profit = ₹3600 + ₹3200
= ₹6800
Megha’s total profit = ₹6300 + ₹3200
= ₹9500