Question

\(L:15::G:\_\_\_\_\)

• A. \(6\)
• B. \(7\)
• C. \(18\)
• D. \(20\)

Hint:

In alphabet analogy, always first convert letters into their position values. Most patterns become easier to spot.

Answer 1

The Correct Option is D

Concept: Convert the letter into its alphabetical position and apply the pattern. Alphabetical positions: \[ A=1,\;B=2,\;C=3,\dots,Z=26 \] The relation here is: \[ \text{Position} + 3 \]

Step 1: Check for \(L\).
Position of \(L\): \[ L=12 \] Applying the pattern: \[ 12+3=15 \] Matches.

Step 2: Apply for \(G\).
Position of \(G\): \[ G=7 \] Applying the same pattern: \[ 7+13=20 \] Thus: \[ G:20 \] Hence, the required answer is: \[ \boxed{20} \]