Understanding the Code Transformation
To decode how "robust" is transformed into "61", we need to analyze the letters and find a pattern.
Step 1: Assign Numerical Values
- Each letter can be assigned a numerical position based on its place in the alphabet:
- r = 18
- o = 15
- b = 2
- u = 21
- s = 19
- t = 20
Step 2: Calculate the Sum
- Adding these values together:
- 18 + 15 + 2 + 21 + 19 + 20 = 95
Step 3: Finding the Transformation
- The code "61" suggests a transformation of the total sum.
- The number "61" could represent a specific function or reduction.
Step 4: Analyzing the Pattern
- The difference between the sum (95) and the code (61) is 34.
- This might indicate a consistent pattern or a modulo operation not explicitly stated.
Applying the Same Logic to "fortunate"
- Now, let's apply the same letter value system to "fortunate":
- f = 6
- o = 15
- r = 18
- t = 20
- u = 21
- n = 14
- a = 1
- t = 20
- e = 5
Step 5: Calculate the Sum for "fortunate"
- Adding these values:
- 6 + 15 + 18 + 20 + 21 + 14 + 1 + 20 + 5 = 120
Step 6: Determine the Code
- Assuming a similar transformation as before:
- If we subtract 34 from 120, we get:
- 120 - 34 = 86
Conclusion
- Therefore, the code for "fortunate" is likely 86, but since it's not among the options provided (124114141142), we may need to check the transformation rules again or conclude that the options may include other interpretations. However, based on our calculations, the derived code is 86.