Sequential Output Tracing Questions and Answers

Answer: C

In the given arrangement, the words have been arranged alphabetically in a sequence, altering the position of only one word in each step.
Input :- story For around on was He at
Step I :- around story For on was He at
Step II :- around at story For on was He
Step III :- around at For story on was He
Step IV :- around at For He story on was

Answer: B

In the given arrangement, the words have been arranged alphabetically in a sequence, altering the position of only one word in each step.
Input :- every and peer to an for
Step I :- an every and peer to for
Step II :- an and every peer to for
Step III :- an and every for peer to

Answer: D

In the given arrangement, the words have been arranged alphabetically in a sequence, altering the position of only one word in each step.
Input :- Together over series on feast the so
Step I :- feast Together over series on the so
Step II :- feast on Together over series the so
Step III :- feast on over Together series the so
Step IV :- feast on over series Together the so
Step V :- feast on over series so Together the
Step VI :- feast on over series so the Together
Clearly, Step VI is the last step and V is the last but one (second last).

Answer: E

In the given arrangement, the words have been arranged alphabetically in a sequence, altering the position of only one word in each step.
Input :- Over Go For through at one
Step I :- at Over Go For through one
Step II :- at For Over Go through one
Step III :- at For Go Over through one
Step IV :- at For Go one Over through
Since all the words in the given input have been arranged alphabetically uptil Step IV, so it is the last step.

Answer: E

Correct answer: None of these

The machine moves words into alphabetical order one position at a time, and it skips any word already standing in its correct place - which is why “Go” is never moved in the illustration. The six words sort to and, Do, on, pet, that, to, so Step II must have the first two in place with the rest in their original order. Only the third option leaves the tail as “pet to on that”, but starting from “Do and pet to on that” Step I alone already produces the given line, and Step II would then move “on” into third place and give something different. No option works, so the answer is none of these.

Answer: A

Clearly, in the given arrangement, the numbers have been arranged in descending order in a sequence, altering the position of only one number in each step
Input :- 25   08   35   11   88   67   23
Step I :- 88   25   08   35   11   67   23
Step II :- 88   67   25   08   35   11   23
Step III :- 88   67   35   25   08   11   23
Step IV :- 88   67   35   25   23   08   11
Step V :- 88   67   35   25   23   11   08

Answer: C

Clearly, in the given arrangement, the numbers have been arranged in descending order in a sequence, altering the position of only one number in each step
Input :- 09   25   16   30   32   19   17   06
Step I :- 32   09   25   16   30   19   17   06
Step II :- 32   30   09   25   16   19   17   06
Step III :- 32   30   25   09   16   19   17   06

Answer: B

Clearly, in the given arrangement, the numbers have been arranged in descending order in a sequence, altering the position of only one number in each step
Input :- 16   09   25   27   06   05
Step I :- 27   16   09   25   06   05
Step II :- 27   25   16   09   06   05
Since all the numbers in the given input have been arranged in descending order uptil Step II, so it is tha last step.

Answer: B

Clearly, in the given arrangement, the numbers have been arranged in descending order in a sequence, altering the position of only one number in each step
Input :- 03   31   43   22   11   09
Step I :- 43   03   31   22   11   09
Step II :- 43   31   03   22   11   09
Step III :- 43   31   22   03   11   09
Step IV :- 43   31   22   11   03   09
Step V :- 43   31   22   11   09   03

Answer: C

Clearly, in the given arrangement, the numbers have been arranged in descending order in a sequence, altering the position of only one number in each step
Input :- 15   19   06   63   58   86   92   69   71
Step I :- 92   15   19   06   63   58   86   69   71
Step II :- 92   86   15   19   06   63   58   69   71
Step III :- 92   86   71   15   19   06   63   58   69
Step IV :- 92   86   71   69   15   19   06   63   58