Study the following information
carefully and answer the given questions :
Given an input line, a coding machine rearranges the
input following certain steps as explained below :
`{:("Input : 47 desert go 56 there often 32 12"),("Step I: 47 desert go 56 there often 32 12"),("Step II :there 47 desert go 56 often 32 12"),("Step III:there 12 often 47 desert go 56 32"),("Step IV: there 12 often 32 47 desert go 56"),("Step V : there 12 often 32 go 47 desert 56"):}`
The arrangement in step V is the final arrangement and
Step V is the last step.
In each of the following questions the rearrangement
is done following the same rules as explained in the above illustration .
If Step II of an input is 'waive 14 available time 38 46
probation 85', how many more steps will be required to
Complete the arrangement ?

Options

A. Three
B. Four
C. Five
D. Two

Answer

A

Explanation

After analysing the sample sequence, the patterm/rule
in each step for a word and number arrangement is as follows:
The words are arranged in reverse alphabetical
order while the numbers are arranged in ascending order alternately.
Final arrangement : Word, number, word,number .......... and so on.
From input to step I `implies` No Change
From step I to II `implies` only one tern is altered.
From step II to step III `implies` two terms are altered.
From step III to step IV `implies` only one term is altered.
From step IV to step V `implies` only one term is altered.
Step II : waive 14 available time 38 46 probation 85.
Step III : waive 14 time 38 available 46 probation 85.
Step IV : waive 14 time 38 probation available 46 85.
Step V : waive 14 time 38 probation 46 available 85.
So, step V is the last step.
Therefore, required number of more steps after step
II to complete the arrangement =(5-2)=3 (Three).