JM : LO : GJ : ? | vedclass

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Question

(C) In the given analogy,we observe the pattern between the letters of the pairs:For the first pair $JM : LO$:$J$ is the $10^{th}$ letter and $L$ is t

Vedclass · Accepted Answer

$IL$

Vedclass · Answer

(C) In the given analogy,we observe the pattern between the letters of the pairs:For the first pair $JM : LO$:$J$ is the $10^{th}$ letter and $L$ is the $12^{th}$ letter,so $J + 2 = L$.$M$ is the $13^{th}$ letter and $O$ is the $15^{th}$ letter,so $M + 2 = O$.Thus,the pattern is $+2$ for both positions.Applying the same logic to the second pair $GJ$:$G$ is the $7^{th}$ letter,so $G + 2 = I$ ($9^{th}$ letter).$J$ is the $10^{th}$ letter,so $J + 2 = L$ ($12^{th}$ letter).Therefore,the missing pair is $IL$.

$JM : LO : GJ :$ ?

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