Question
‘A’ and ‘B’ started a business together such that the ratio of their investment is 3:5, respectively. If ‘A’ and ‘B’ invested for 8 months and 12 months, respectively, then find the ratio of profit shares of ‘A’ to ‘B’.
Solution
Let the investments of ‘A’ and ‘B’ be Rs. ‘3a’ and Rs. ‘5a’, respectively. Required ratio = (3a × 8) : (5a × 12) = 24:60 = 2:5
More Partnership Questions
- 'Aman,' 'Bheema,' and 'Ritika' initiated a business by investing Rs. 400, Rs. 500, and Rs. 900, respectively. After __ months from the start of the busines...
- A and B entered into a business investing their capital in the ratio of 15:22, respectively and the respective ratio of time for which they made their inve...
- A and B started a business with capitals of Rs. 55,000 and Rs. 40,000 respectively. After 18 months, A withdrew his investment while B increased his invest...
- Meera and Tara started a boutique by investing Rs. 3250 and Rs. 2750, respectively. If the annual profit is Rs. 9600, find the difference between their pro...
- Anoop initially invested Rs. 14,400 to start a business. After 9 months, Bhuvan joined him with an investment of Rs. 16,000. If the total profit at the end...
- Soham and Tanmay started a firm. Soham invested Rs. 12,000 for the whole year, and Tanmay withdrew after 8 months. If the profit at year-end was divided in...
- A and B started a business by investing Rs.5000 and Rs.9000 respectively. After 6 months A withdrew 50% of his investment. If at the end of the year, profi...
- 'P' started a business with Rs. 8,000. After 'n' months, 'Q' joined the business investing Rs. 4,000 more than 'P'. At the end of 18 months since 'P' start...
- Viru and Vishal jointly started a business, with Viru's investment being Rs. 10,800. After 9 months, Vishal withdrew from the business. At the end of one y...
- A, B and C enter into a partnership, A invest 3X + 1000, B invest X + 3000 and C invest X + 1500 for one year if B share is 20000 from total profit of 4000...