Question : Directions: A series is given below with one term missing. Choose the correct alternative from the given ones that will complete the series. AF, CH, EJ, GL, ?
Option 1: IL
Option 2: LO
Option 3: IN
Option 4: VE
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Correct Answer: IN
Solution : Given: AF, CH, EJ, GL, ?
Add 2 to the place values of each letter of the previous terms to get the next term of the series – AF→A + 2 = C; F + 2 = H→CH CH→C + 2 = E; H + 2 = J→EJ EJ→E + 2 = G; J + 2 = L→GL GL→G + 2 = I; L + 2 = N→IN
Therefore, IN is the required missing term in the series. Hence, the third option is correct.
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