Question
35 typists working 9 hours per day can complete a typing
job in 14 days. ____ typists working _____ hours per day can complete (3/4)th part of the work in 11 days. The values given in which of the following options will fill the blanks in the same order in which it is given to make the statement true: I. 30, 7 II. 45, 6 III. 40, 5Solution
According to the question, Total work to be done = (3/4) Γ 35 Γ 14 Γ 9 = 3307.5 units. For I: Number of typists = 30 Desired number of hours = 3307.5/(11 Γ 30) = 10.02 hours So, βIβ cannot be true. From II: Number of typists = 45 Desired number of hours = 3307.5/(11 Γ 45) = 6.75 hours So, βIIβ can be true. From III: Number of typists = 40 Desired number of hours = 3307.5/(11 Γ 40) = 7.5 hours So, βIIIβ cannot be true.
A certain number of men, represented as 'm', can finish a task in 40 days. However, if there were 15 additional men, the same task would be completed in...
Priya, Riya, and Supriya can complete a piece of work individually in (20/3) days, 20 days, and 25 days, respectively. If they work together, how many d...
A and B together can complete a piece of work in 36 days while A and C together can complete the same work in 39 days. If A, B, and C together can compl...
Nikhil and Rohit together can complete a job in 105 days 8 minutes, while Rohit and Suresh together can finish the same job in 70 days 5 minutes. If Sur...
- Karan can do 60% of a job in 36 days while Meena does 20% in 18 days. Karan works for 20 days and stops. Calculate how many days Meena will take to complet...
A is twice as efficient as B and can finish a piece of work in 22 days less than B. B can finish this work in how many days?
P can do a piece of work in 10 days, Q can complete double the work in 30 days and R can do the work in 20 days. If all of them together earn Rs. 3900, ...
βAβ and βBβ can complete a certain work in 10 days and 15 days, respectively. They started working together and worked till completion of the wo...
A can complete a work in 20 days. B takes 10 days less than A to complete the same work. In how many days can both of them together complete 90% of the ...
- Pooja used to solve 36 problems in 72 minutes. After her efficiency decreased by 33.33%, how long will she now take to solve the same number of problems?