Question
If the letters in each to the following five words are first rearranged in the alphabetical order and then in the groups of letters so formed are rearranged as in dictionary, which word would have its group of letters in the MIDDLE among the five?
Answer: Option E
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To solve this question, we'll first rearrange the letters in each word in alphabetical order:
(A) Code: cdeo
(B) Lack: ackl
(C) Meet: eemt
(D) Deaf: adef
(E) Road: ador
Now, let's rearrange the groups of letters formed alphabetically:
- adef (from "Deaf")
- ackl (from "Lack")
- ador (from "Road")
- cdeo (from "Code")
- eemt (from "Meet")
Now, we see that there are five groups of letters. Since there is an odd number of groups, the middle group will be the third one when arranged alphabetically.
So, the word with its group of letters in the middle is "Road" (Option E).
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