In a certain code language, 'BREAD' is written as '5*#$9' and 'BRANCH' is written as '5*$!%8'. How will 'CAND' be written in that language?
%$!9
This question involves a type of coding-decoding where each letter in a word is assigned a specific symbol or number. We need to find the pattern or mapping between the letters and their codes using the given examples.
We are given two coded words:
Let's compare the letters and their corresponding codes from both examples to find the unique code for each letter present.
| Letter | Code (from BREAD) | Code (from BRANCH) | Deduced Code |
|---|---|---|---|
| B | 5 | 5 | 5 |
| R | * | * | * |
| A | $ | $ | $ |
| E | # | - | # |
| D | 9 | - | 9 |
| N | - | ! | ! |
| C | - | % | % |
| H | - | 8 | 8 |
From the comparison, we have established the following mapping for the letters present in the given words:
Now we need to find the code for the word 'CAND'. We will use the mappings we just found for each letter in 'CAND':
Combining the codes for each letter in order, the code for 'CAND' is %$!9.
By applying the established letter-to-code mapping derived from 'BREAD' and 'BRANCH', the word 'CAND' is coded as follows:
C → %
A → $
N → !
D → 9
Therefore, 'CAND' is written as '%$!9'.
| Letter | Code |
|---|---|
| C | % |
| A | $ |
| N | ! |
| D | 9 |
Letter coding is a common topic in reasoning ability sections of competitive exams. These problems test your ability to identify patterns and apply a consistent rule or set of rules to transform one set of characters (like a word) into another (like a code).
Common types of letter coding include:
To solve direct letter coding problems, the best approach is to compare the given examples and create a mapping table like the one shown in the solution above. Look for common letters in the example words to confirm their codes.
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