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Directions: The question below consists of a group of digits followed by combinations of letters/symbols. You have to find out which of the combinations correctly represents the group of digits, based on the following coding system and the conditions given below. Mark that combination as your answer. If none of the combinations correctly represents the group of letters, give option (5), i.e. 'None of these' as the answer.
Conditions:
(i) If the first digit is odd and the last digit is even, then the code has to be exchanged.
(ii) If both digits, first and last are even, then both have to be coded on the basis of the first digit.
(iii) If the first digit is even and the second digit is odd, then both have to be coded on the basis of the odd digit.
Q. Find the correct combination of codes for the following group of digits.
384695
  • a)
    F#%$EF
  • b)
    F#%$EQ
  • c)
    Q#%$EQ
  • d)
    Q#%#EF
  • e)
    None of these
Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
Directions: The question below consists of a group of digits followed ...
Condition 1: first is odd but last is not even so we do not need to exchange...we have to keep them as they are.
Condition 2: first and last are not even so we don't need to consider the condition at all
condition 3:It fails as well
So we don't need to follow any conditions and write the answer and it depicts option B
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Directions: The question below consists of a group of digits followed by combinations of letters/symbols. You have to find out which of the combinations correctly represents the group of digits, based on the following coding system and the conditions given below. Mark that combination as your answer. If none of the combinations correctly represents the group of letters, give option (5), i.e. None of these as the answer.Conditions:(i) If the first digit is odd and the last digit is even, then the code has to be exchanged.(ii) If both digits, first and last are even, then both have to be coded on the basis of the first digit.(iii) If the first digit is even and the second digit is odd, then both have to be coded on the basis of the odd digit.Q.Find the correct combination of codes for the following group of digits.384695a)F#%$EFb)F#%$EQc)Q#%$EQd)Q#%#EFe)None of theseCorrect answer is option 'B'. Can you explain this answer?
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