This question is based on the words given below. (Left) BAD FIG ICE NOT (Right) In each of the words, each vowel is changed to the letter immediately following it in the English alphabetical order and each consonant is changed to the letter immediately preceding in the English alphabetical order. In how many letter clusters thus formed, will no vowel appear?
This problem involves transforming given words by applying specific rules to vowels and consonants based on their order in the English alphabet. The objective is to count how many of the resulting words, or 'letter clusters', contain no vowels.
The transformation rules are:
We need to apply these rules to the words: BAD, FIG, ICE, and NOT.
Let's break down the transformation for each word:
| Original Word | Transformation Process | Transformed Word | Vowels in Result? |
|---|---|---|---|
| BAD |
| ABC | Yes (A) |
| FIG |
| EJF | Yes (E) |
| ICE |
| JBF | No |
| NOT |
| MPS | No |
After performing the transformations, we examine the resulting words to see which ones contain only consonants:
We found two words, 'JBF' and 'MPS', that meet the condition of having no vowels.
The question asks for the number of letter clusters formed where no vowel appears. Our analysis shows that two such clusters were formed (JBF and MPS).
Comparing this result with the given options:
The count matches the option 'Two'.
Select the correct option that shows the logical and meaningful sequence of the given words.
i. flower
ii. sprout
iii. fruit
iv. plant
v. seed
How many times consonants exceed vowels in the word, ‘ADVANCEMENT’?
Which one of the following four addresses is NOT EXACTLY the same as the one given below?
Steve Pipe 5Dick Collins Hall Redhill Street NW10
(i) Steve Pipe 5Dick Collins Hall Redhill Streat NW10
(ii) Steve Pipe 5Dick Collins Hall Redhill Street NW10
(iii) Steve Pipe 5Dick Collins Hall Redhill Street NW10
(iv) Steve Pipe 5Dick Collins Hall Redhill Street NW10
The series given below contains a sequence of alphabets and numbers. Identify the incorrect combination:
i. ytbei732btyei
ii. ytbei732btyei
iii. ytbe1732btyei
iv. ytbei732btyei
The series given below contains a sequence of alphabets and numbers. Identify the incorrect combination:
i. huioi70110ihuoi
ii. huioi70110ihuoi
iii. huioi70110ihuoi
iv. huioi70110ihooi