Question
What finally prompted her to quiet(1)/ her charmed
social circular of London(2)/ and come back to India was(3)/Β Β the famine that hitted (4) Bihar in the early 1960s (5). In each of the questions given below the given sentence is divided into five parts where the fifth highlighted part is grammatically correct. Out of the remaining four parts, three parts are not correct and one part is correct. Choose the part as your answer which has no error. If there is no error in any part of the sentence, your answer should be option 5 that is no error.Solution
What finally prompted her to quit her charmed social circle of London and come back to India was the famine that hit Bihar in the early 1960s.
βAβ alone can complete a work in 50 hours. βAβ started the work alone and left after working on it for 10 hours. If βBβ completed the rest o...
40 tailors can stitch a batch of dresses in 30 days. If 20 tailors started the job and after 15 days βuβ more tailors joined them such that the rema...
A can complete a piece of work in 10 days and B can complete it in 15 days. They start working together, but B leaves after 3 days. In how many more day...
- An organization engaged 16 workers to complete a task in 24 days. After 9 days, 6 workers had to leave unexpectedly. How many additional days will it now t...
A contractor planned to complete a project in 5 days by employing βaβ workers. But every day exactly 15 workers were absent. As a result, the work g...
Arjun and Sameer can complete a job in 20 days and 25 days respectively. When Arjun, Sameer, and Nikhil work together, they finish it inΒ
M, N and O can complete a task in βtβ, 100, and βt + 20β days respectively. All three started together, but after 15 days, N dropped out. Then, ...
(x + 7) workers finish 60% of a job in 9 days working 4 hours/day. The remaining work is done by (x + 3) workers in 12 days working 3 hours/day. Find x.
A work can be completed by βAβ and βBβ, alone in 10 days and 12 days, respectively. Find the number of days taken by βCβ to complete the sam...
A piece of work consists of 360 identical units. A can do (x + 4) units per day and B can do (x β 2) units per day. They work together for 9 days and ...