Question
Select the option that is related to the third word in
the same way as the second word is related to the first word. (The words must be considered as meaningful English words, and must not be related based on the number of letters/consonants/vowels.) Rapid : Fast :: Silent : ?Solution
'Rapid' and 'Fast' are synonyms, both referring to high speed. Similarly, 'Silent' and 'Quiet' are synonyms, both refer to absence or low level of sound. Other options (Calm, Peaceful) are close in meaning but not exact synonyms for 'Silent'. So, the correct answer is Option B – Quiet.
 Rohan's present age is 3/7 times the age of his mother. After five years, he will be one- half of the age of his mother. How old is his mother at pres...
Present age of ‘M’ is 25% more than that of ‘N’. 5 years ago, ‘M’ was 1.5 times as old as ‘N’. Find the present age of ‘N’.
...The sum of the present ages of 'P' and 'R' is 70 years. 'y' years ago from now, the age of 'R' was 40% more than that of 'P'. If '2y' years hence from n...
- The current age of ‘X’ is 36 years which is 20% more than the age of ‘Y’. The average age of ‘Y’ and ‘Z’ is 45 years. The ratio of present ...
A is five times as old as B. C was twice-as old as A six years ago. In six years' time, A will be 31. Find the sum of the present ages of B and C.
- Four years ago, A’s age was 11 years less than 1.2 times his current age. The ratio of B’s age after 6 years to C’s age 1 year ago is 4:1. What is B�...
The average age of 26 smdents in a class is 15 years. If teacher's age is included in it, then the average will increase by one. What is the teacher's a...
B is 5 years older than A and A is 8 years older than C. If the sum of the age of A and C is 24 years, then find the sum of the ages of all three.Â
Three years ago, the ratio of ages of ‘Ravi’ and his sister was 3:4. Three years from now, the ratio of ages of Ravi and his mother will be 2:5. In ...
Five years ago from now, ratio of ages of Neha and Reema was 3:7, respectively. If 5 years hence from now, ratio of their ages will be 5:9, then find th...