Question

Four options are given below. Three of these options are similar to each other because they follow the
same pattern. Identify the option that is dissimilar to the other three.
1) AE6
2) FD10
3) AD6
4) DE9

Answer 1

The sequence followed here is

Position of the first letter in the alphabet sequence + position of the second letter in the alphabet sequence = the number at the end of each term.

Thus,

AE6 = 1 + 5 = 6

FD10 = 6 + 4 = 10

DE9 = 4 + 5 = 9

Going by this logic, AD6 does not fit the sequence.

It should have been AD5 which is 1 + 4 = 5.

Therefore, the option that is dissimilar to the other three is AD6. (Option 3)

Answer 2

Answer:

Three of these options are similar to each other because they follow the

same pattern. Identify the option that is dissimilar to the other three.

1) AE6

2) FD10

3) AD6

4) DE9

Explanation:

• Lets find out the pattern :
• Step:1) AE6: "A" is at "1" numeric position in alphabet and "E" is at "5" numeric position in alphabet . Sum of their numeric positions is (1+5=6) which is the third part in "AE6" .
• Step:2) FD10: "F" is at "6" numeric position in alphabet and "D" is at "4" numeric position in alphabet . Sum of their numeric positions is (6+4=10) which is the third part in "FD10" .
• Step:3) AD6: "A" is at "1" numeric position in alphabet and "D" is at "4" numeric position in alphabet . Sum of their numeric positions is (1+4=5) which is NOT the third part in "AD6" .
• Step:1) DE9: "D" is at "4" numeric position in alphabet and "E" is at "5" numeric position in alphabet . Sum of their numeric positions is (4+5=9) which is the third part in "DE9" .
• Therefore, the dissimilar of the three options is 3) AD6.

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