Coding CHAIR: Applying Substitution Logic
This question involves a simple substitution cipher where letters are mapped to specific digits based on the examples provided.
Identifying Letter Codes
First, let's establish the code for each letter by analyzing the given words and their corresponding codes:
- RIPPLE = 762248 implies: R=7, I=6, P=2, L=4, E=8
- PREACH = 278391 implies: P=2, R=7, E=8, A=3, C=9, H=1
We can confirm the codes for common letters (P, R, E) are consistent across both examples.
Decoding CHAIR
Now, we apply these established codes to the word CHAIR:
- C is coded as 9 (from PREACH)
- H is coded as 1 (from PREACH)
- A is coded as 3 (from PREACH)
- I is coded as 6 (from RIPPLE)
- R is coded as 7 (from RIPPLE and PREACH)
Final Code for CHAIR
Combining these digits in order gives the code for CHAIR:
CHAIR = 91367
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