Question
The second number in the given number-pairs is obtained
by performing certain mathematical operation(s) on the first number. The same operation(s) is/are followed in all the number-pairs except one. Find that odd number-pair.Solution
The pattern followed here is as follows:
(First number Γ 3) + 5 = Second number
18: 59 β (18 Γ 3) + 5 = 54 + 5 = 59
20: 65 β (20 Γ 3) + 5 = 60 + 5 = 65
11: 38 β (11 Γ 3) + 5 = 33 + 5 = 38
19: 61 β (19 Γ 3) + 5 = 57 + 5 = 62 (should be 62, not 61)
24: 77 β (24 Γ 3) + 5 = 72 + 5 = 77
So, 19: 61 is the odd number-pair.
A and B can complete a work together in 25 days. If A alone can complete one-fourth of the work in ‘x’ days and remaining work is completed ...
- X and Y can complete a task together in 24 days, while Y alone takes 48 days to finish it. X worked alone for some days and then Y completed the rest of th...
- E and F can complete a task in 24 days together. E alone can do it in 40 days. Find the time F alone would take.
A can complete a work in 12 days, and B can complete the same work in 18 days. How many days will they take to complete the work if they work together?
- Neha and Seema can finish a work in 10 days and 25 days, respectively, when working alone. Neha started the work. After how many days should Seema join to ...
Working alone, 'C' can complete a job in 30 days. 'D' takes 20% less time than 'C' to finish the same job. Calculate the percentage of work done by 'C' ...
A and B together, B and C together and A and C together can complete a piece of work in 10 days, 14 days and 18 days respectively. Find the ratio...
- βPβ and βQβ together can finish a task in 15 days while βQβ alone can do it in 25 days. If the ratio of efficiencies of βPβ and βRβ is ...
Ajay, Bablu and Chirag can complete a certain work in 21, 28 and 15 days respectively. Ajay and Chirag started the work while Bablu joined them after 5 ...
- 'Rahul', 'Amit', and 'Vikram' together can complete a work in 20 days. 'Rahul' and 'Amit' together can complete the same work in 60 days. 'Vikram' alone ca...