Govt. Exams
Entrance Exams
DRAGON reversed is NOGARD. Then shift each by +1: N→O, O→P, G→H, A→B, R→S, D→E gives OPHBSE. Check: N→O, O→P, G→H, A→B, R→S, D→E. Close to option A structure.
D→H(+4), E→E, F→F, R→R, O→O, S→T(+1), T→Z(+6). Pattern unclear - verify against options.
C(consonant)→C(+0? or rule differs), R(consonant)→U(+3), I(vowel)→I(no shift), C→D(+1), K→M(+2), E(vowel)→G(+2 not +3), T→U(+1). Pattern shows vowels handled differently.
DIGITAL: Swap first and last: LITIGAD. Now shift each by 3: L(+3)=O, I(+3)=L (no, L=12), T(+3)=W, I(+3)=L (no), G(+3)=J, A(+3)=D, D(+3)=G. That gives OLWLJDG. Re-checking swaps: D and L swap in DIGITAL→LITIGAD. I(+3)=L, T(+3)=W, wait I(9)+3=L(12), yes. Then shifting: L→O(+3, L=12→O=15), I→L(+3, I=9→L=12), T→W(+3), I→L, G→J(+3), A→D(+3), D→G(+3). So OLWLJDG. But wait, the swapped word is LITIGAD not LITIGA + D separately. Starting over: DIGITAL reversed (swap ends) = LATIGID. Now each +3: L→O, A→D (no, A=1→D=4, yes), T→W, I→L, G→J, I→L, D→G. = ODWLJLG. Still not matching. Checking option B OJOOXKA differently suggests another pattern.
Vowels (A,E,I,O,U) → next consonants (B,F,J,P,V). Consonants → next vowels in cycle. P(consonant)→next vowel(A), Y(consonant)→O(next in pattern), T(consonant)→U, H(consonant)→I, O(vowel)→P (no, should be next consonant: A goes to B. Here O→next consonant after O=P? No. Vowels→next consonant: A→B, E→F, I→J, O→P, U→V. So O→P. But option shows O not P. Re-reading: consonant→next vowel. P→first vowel after P=U? Or in order: A,E,I,O,U cycling. Next after U is A). Y→E (Y is consonant, next vowel: A,E,I,O,U → cycle), T→I, H→A, O→P (vowel to consonant: O→next consonant: P,Q,R... → P). AOUIOA or AOUIPA. Closest is AOUIAA.
FRIEND→GSKFNC: F(+1)=G, R(+1)=S, I(+1)=J (no, K=11), E(+1)=F, N(+1)=O (no, N=14), D(+1)=C (no, E=5). Different pattern: reverse then modify. FRIEND reversed = DNEIVF. D→G(+3), N→S(+5), E→K(+6), I→F(-3), R→N(-4), F→C(-3). For DANGER reversed = REGNAD. R→E(-13 or +13), E→B(-3), G→O(+8), N→H(-6), A→Q(+16), D→S(+15) = EBOHQS (approximately with wrapping logic)
PLANET→TSYXPD: Reverse the word first. PLANET reversed = TENALP. T→T(0), E→S(-6 or wraps), N→Y(+11), A→X(+23 or -3), L→P(+4), P→D(-12). For MOBILE reversed = ELIBOM. E→Q(+12), L→Z(+14), I→O(+6), B→X(+22), O→J(-5), M→C(-10) = QZOXJC (approximately, with wrapping)
BETWEEN→CGUYGYK: B(+1)=C, E(+1)=F (no, G is option), E(+1)=F, T(+1)=U, W(+1)=X (no, Y is option), E(+1)=F (no, G), E(+1)=F (no, Y), N(+1)=O (no, K). Pattern may be alternating or positional. Checking THROUGH with option A UIUSPVJ: T→U(+1), H→I(+1), R→U(-3 or wraps), O→S(+4), U→P(-5), G→V(+15), H→J(+2). Inconsistent shifts suggest different pattern.
GARDEN→HBSERD: Reverse and shift. GARDEN reversed = NEDRAG. Then N→H(-6), E→B(-3), D→S(+15 or -11), R→E(-13), A→R(+17), G→D(-3). Applying to LISTEN: Reversed = NETLSI. N→M(-1), E→J(+5), T→Q(-3), L→U(+9), S→D(-15 or wraps), I→M(+4) = MJQUDM or similar.
TIGER→QDFHS: T(-1)=S (no), actually T→Q(-3), I→D(-5), G→F(-1), E→H(+3), R→S(+1). Pattern is complex. For ZEBRA: Z(-1)=Y, E(-1)=D (no). Checking TIGER again: positions 1-5 map to code letters. T(20)→Q(17)(-3), I(9)→D(4)(-5), G(7)→F(6)(-1), E(5)→H(8)(+3), R(18)→S(19)(+1). ZEBRA: Z(26)→X(24)(-2), E(5)→Z(26) (no). Re-examining: reverse the word. REGIT→QDFHS? No. TIGER: T→Q, I→D, G→F, E→H, R→S. For ZEBRA: Z→X(-2), E→Z(+24 wraps), B→A(-1), R→Q(-1), A→Y(+24 wraps) ≈ XZAQY or XZAPY. Answer: XZAOY suggests different pattern.
