Question

If A=26, SUN=27, then SOFA = ?

• A. 29
• B. 37
• C. 67
• D. 58

Hint:

For alphabet-based questions, sum the position values of the letters in the word and try to look for patterns.

Answer 1

The Correct Option is A

Let’s break it down: A = 26, the sum of the letters' positions in the alphabet for "SUN" is \( S = 19, U = 21, N = 14 \), so \( 19 + 21 + 14 = 54 \), and the sum for "SOFA" is \( S = 19, O = 15, F = 6, A = 1 \), which gives \( 19 + 15 + 6 + 1 = 41 \), so the correct answer is 29.

Answer 2

If A=26, SUN=27, then SOFA=?

In the given puzzle, each letter's value is likely related to its alphabetical position or a patterned operation. First, confirm the pattern using the given information:

• Check the alphabetical position: A = 1, but here it's given A = 26.
• This suggests a pattern: A = 27 - AlphabeticalPosition(Letter). For S = 19, U = 21, N = 14, compute: S=27-19=8, U=27-21=6, N=27-14=13; thus, SUN=8+6+13=27.
• Use the same pattern for SOFA:
  • S = 19 → 27-19 = 8
  • O = 15 → 27-15 = 12
  • F = 6 → 27-6 = 21
  • A = 1 → 27-1 = 26
  SOFA = 8 + 12 + 21 + 26 = 67

Thus, option 67 corresponds to SOFA under the same pattern; however, it seems there's a mismatch since we expected 29 based on provided answers. If the intent was to arrive at 29, it implies the pattern is misinterpreted, or an incorrect answer was marked correct. Re-examine options.