Question
A started a business with an investment of Rs.1500.
After some months, B joins the business with an investment of Rs.3600 and after two more months C joins the business with Rs.2500. If the annual profit share of A and B is equal, then find for how many months C invested his money?Solution
Let B joined after ‘x’ months. => 1500 x 12 : (12 - x) x 3600 : 2500 x (12 – x – 2) => 1500 x 12 : (12 - x) x 3600 : 2500 x (10 – x) => 1500 x 12 = (12 - x) x 3600 => 12 – x = 5 => x = 7 C invested his money = 10 – x = 3 months
- A builder employed 12 workers to complete a job in 18 days. But after 8 days, 4 workers quit. How many more days will be required to complete the remaining...
Sachin can complete a job in 15 days. Ankit alone can complete the same job in 10 days. Sachin works for 9 days and then the remaining job is completed ...
Akhil and Nikhil together can complete a work in 12 days while Nikhil alone takes 18 days to complete 25% of the work. If the efficiency of Sachin is 20...
- If a group of 8 boys and 12 girls can complete a task in 40 days, and a team of 4 girls alone can finish the same task in 80 days, how long will it take fo...
P and Q individually can complete the work in 36 days and 54 days respectively. If the time taken by R alone to complete the work is 1.25 times the time...
15 men can do a work in 30 days. After 18 days of work, 5 more men were engaged to finish the work. The number of days required to complete the remainin...
A, B and C alone can complete a work in 30, 60 and 45 days respectively. All of them started working together but after 3 days from start A left the job...
Rahul is 50% more efficient than that of Ramu. If Ramu can complete the work in 20 days, then find the time taken by both of them to complete 50% of the...
‘D’ and ‘E’ together can finish a task in 40 days, while ‘E’ and ‘F’ together can finish the same task in 30 days. ‘D’ and ‘E’ t...
5 men and 10 women can do some work in 3 days. If each man is 150% more efficient than a woman, then find the time taken by 9 men to finish the same wo...
Relevant for Exams:
