If the order of the letters in the English alphabet is reversed and each letter represents the letter whose position it occupies, then which one of the following represents 'LUCKNOW'?

Correct Option: OFXPMLD

When the English alphabet is reversed (Z is 1st, Y is 2nd, ..., A is 26th), each letter is replaced by its opposite letter (A becomes Z, B becomes Y, ..., L becomes O, etc.). Let us find the reverse for each letter of 'LUCKNOW': - L (12th from start) becomes 12th from end, which is O? Wait! Reverse mapping: position of letter in reverse alphabet is 27 minus its original position. L is 12. 27 - 12 = 15, which is O. Wait, let's check standard alphabet opposite: A-Z, B-Y, C-X, D-W, E-V, F-U, G-T, H-S, I-R, J-Q, K-p, L-O, M-N. Let's check L -> O. U -> F. C -> X. K -> P. N -> M. O -> L. W -> D. Putting them together: O-F-X-P-M-L-D. Let us match with options: Option A: OGXPMLD, Option B: OGXQMLE, Option C: OFXPMLE, Option D: OFXPMLD. Notice that L opposite is O? Wait, if alphabet is reversed, A becomes Z, B becomes Y... Wait, the question states: 'each letter represents the letter whose position it occupies' in the reversed order. This means if original 1st letter A now occupies position 27-1=26 (Z), then A becomes Z. So L (12th) becomes letter at position 12 in the reverse alphabet, which is O? No! Position 12 in reverse alphabet (counting from Z=1, Y=2...) is O. Let's check: Z(1), Y(2), X(3), W(4), V(5), U(6), T(7), S(8), R(9), Q(10), P(11), O(12). Yes, 12th letter from Z is O! Wait, let's check options: OFXPMLD. L(12) -> O. U(21) -> F. C(3) -> X. K(11) -> P. N(14) -> M. O(15) -> L. W(23) -> D. Thus OFXPMLD. Option D is correct.