The problem asks us to find the code for the word 'HIGH' based on the given codes for 'HIDE' and 'CAGE'. We need to determine the pattern or mapping used.
Decoding the Pattern
Let's analyze the given examples:
- HIDE is coded as 19-23-7-11
- CAGE is coded as 5-2-17-11
We compare the letters of the words to their corresponding numerical codes:
- For HIDE: H -> 19, I -> 23, D -> 7, E -> 11
- For CAGE: C -> 5, A -> 2, G -> 17, E -> 11
By comparing both examples, we observe that the letter 'E' consistently maps to 11. This suggests a direct letter-to-number mapping.
Establishing the Code Mapping
Based on the analysis of the examples, we establish the following mapping for the required letters:
| Letter | Alphabetical Position | Code |
|---|---|---|
| H | 8 | 19 |
| I | 9 | 23 |
| D | 4 | 7 |
| E | 5 | 11 |
| C | 3 | 5 |
| A | 1 | 2 |
| G | 7 | 17 |
Applying the Mapping to HIGH
Now, we apply this established mapping to find the code for 'HIGH':
- The first letter is H. From our mapping, H -> 19.
- The second letter is I. From our mapping, I -> 23.
- The third letter is G. From our mapping, G -> 17.
- The fourth letter is H. From our mapping, H -> 19.
Combining these codes, we get 19-23-17-19.
Final Code
The code for HIGH is 19-23-17-19, which corresponds to Option 4.
Important Questions from Coding Decoding
- If IMAGE and FIELD are coded as FHBNJ and EMFJG respectively then, which one among the given options is the most appropriate code for BEACH ?
If "$\oplus$" means"-", "$\otimes$" means "$\div$", If "$\triangle$" means"+", "$\nabla$" means "$\times$", then, the value of the expression $\triangle 2 \oplus 3 \triangle ((4 \otimes 2) \nabla 4)$ =
If IMHO = JNIP; IDK = JEL; and SO = TP, then IDC = _____.
- In a particular code, if ‘RAMAN” is written as 52 and “MAP” is written as 33, then how will you code “CLICK”?
- If 'KARAMCHAND' is coded as 'ICPCKEFCLF' what should be the code of 'CREATION'?
