If W = 23, STRONG = 93, then WEAK is equal to :

Question

Accepted Answer

To determine why Option 1 (40) is the correct answer for the value of WEAK, we need to understand the pattern or rule applied to the given words and their corresponding numerical values.

1. **Explanation for Option 1 (40):**

- Let's first analyze the given values:
     - W = 23
     - STRONG = 93

- We need to find a consistent pattern or rule that applies to these values. One common approach is to assign each letter its position in the alphabet (A=1, B=2, ..., Z=26) and then sum these values for the entire word.

- For the word WEAK:
     - W = 23
     - E = 5
     - A = 1
     - K = 11

- Sum these values: 23 + 5 + 1 + 11 = 40

- Therefore, the value of WEAK is 40, which matches Option 1.

2. **Explanation for why other options are incorrect:**

- **Option 2 (41):** 
     - If we sum the values of the letters in WEAK as shown above, the total is 40, not 41. Therefore, Option 2 is incorrect.

- **Option 3 (43):**
     - Similarly, the sum of the values of the letters in WEAK is 40, not 43. Hence, Option 3 is incorrect.

- **Option 4 (44):**
     - Again, the sum of the values of the letters in WEAK is 40, not 44. Thus, Option 4 is incorrect.

In conclusion, based on the pattern of summing the alphabetical positions of the letters in the word, Option 1 (40) is the correct answer for the value of WEAK.