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Question

(B) The relationship between the first two groups is determined by the shift in the position of each letter in the English alphabet.$A (1) + 14 = O (1

Vedclass · Accepted Answer

$KLMN$

Vedclass · Answer

(B) The relationship between the first two groups is determined by the shift in the position of each letter in the English alphabet.$A (1) + 14 = O (15)$$B (2) + 14 = P (16)$$C (3) + 14 = Q (17)$$D (4) + 14 = R (18)$Thus,each letter is shifted forward by $14$ positions.Applying the same logic to the third group $WXYZ$:$W (23) + 14 = 37$. Since there are $26$ letters,$37 - 26 = 11$,which corresponds to $K$.$X (24) + 14 = 38$. $38 - 26 = 12$,which corresponds to $L$.$Y (25) + 14 = 39$. $39 - 26 = 13$,which corresponds to $M$.$Z (26) + 14 = 40$. $40 - 26 = 14$,which corresponds to $N$.Therefore,the correct alternative is $KLMN$.

Choose the correct alternative for the given relation.
$ABCD : OPQR :: WXYZ :$ ?

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Choose the correct alternative for the given relation.$ABCD : OPQR :: WXYZ :$ ?