Question
'A' initiated a venture with an initial investment of
Rs. 4000. Ten months into the business, 'B' contributed Rs. 6000, and simultaneously, 'A' added another Rs. 1000 to his investment. At the end of 18 months, the total profit amounted to Rs. 8000. Calculate 'A's share of the profit.Solution
Ratio of profit share of βAβ and βBβ, respectively = [4000 Γ 10 + 5000 Γ 8]:[6000 Γ 8] = 80000:48000 = 5:3 Profits share of βAβ = 5/8 Γ 8000 = Rs. 5000
'A' and 'B' started a business with an investment of Rs. 1,200 and Rs. 1,500, respectively. After 6 months, 'C' joined them with an investment of Rs. 1,...
P and Q invest Rs. 3000 and Rs. 4500. After 3 months, P increases his capital by Rs. 1500. If the total annual profit is Rs. 2300, find the difference b...
A and B started a retail store with initial investments in the ratio 5:6 and their annual profits were in the ratio 2:3. If A invested the money for 4 m...
A & B invested Rs. 2X and Rs. (X + 500) for same period of time in a business. If A gets Rs. 4000 as profit share out of total profit of Rs. 7000, then ...
- X and Y invested Rs. 2,500 and Rs. 4,500 respectively in a startup. After 9 months, X exited, Y lowered his investment by Rs. 500, and Z entered the busine...
Three partners βAβ, βBβ and βCβ started a business by investing in the ratio 4:6:7 respectively and the ratio of time for which they made th...
Entrepreneurs 'R' and 'M' ventured into a business together, contributing capital in the ratio of 4:3. The time periods for which 'R' and 'M' invested a...
A, B and C invested in partnership. A invest Rs.6000 for 4 months, B invests Rs.4000 for 3 months and C invests Rs.12000 for 2 months. C is working part...
In a business there are two partners βPβ and βQβ. βPβ started the business with the capital of Rs. 30000 and after 3 months βQβ joined h...
A invested Rs. 2X in a business. After four months B Joined him with Rs. 8X and A double his investment. If at the end of the years total profit ...