If in a certain language, TREE is coded as USFF, then how is MANGO coded in that language?
NBOHP
Coding-decoding questions in reasoning tests require you to identify a pattern or rule used to convert a word or message into a code word or message. Once the rule is found, you apply it to a new word to find its coded form, or vice versa. These patterns can involve shifting letters in the alphabet, reversing words, substituting letters, or other logical operations.
Let's examine the relationship between the letters in the original word "TREE" and its coded form "USFF". We can look at the position of each letter in the English alphabet.
| Original Word (TREE) | Alphabet Position | Coded Word (USFF) | Alphabet Position | Change |
|---|---|---|---|---|
| T | \(\text{20}^{\text{th}}\) | U | \(\text{21}^{\text{st}}\) | \(+1\) |
| R | \(\text{18}^{\text{th}}\) | S | \(\text{19}^{\text{th}}\) | \(+1\) |
| E | \(\text{5}^{\text{th}}\) | F | \(\text{6}^{\text{th}}\) | \(+1\) |
| E | \(\text{5}^{\text{th}}\) | F | \(\text{6}^{\text{th}}\) | \(+1\) |
From the table, we can see a clear pattern: each letter in the word "TREE" is shifted one position forward in the English alphabet to get the corresponding letter in the code "USFF". This means the coding rule is simple: replace each letter with the letter that immediately follows it in the alphabet.
Now we will apply this same rule (shifting each letter one position forward) to the word "MANGO".
Putting these new letters together in order, we get the coded word for MANGO.
| Original Word (MANGO) | Applying +1 Shift | Coded Word |
|---|---|---|
| M | M + 1 = N | N |
| A | A + 1 = B | B |
| N | N + 1 = O | O |
| G | G + 1 = H | H |
| O | O + 1 = P | P |
So, the word MANGO is coded as NBOHP.
Let's compare our result, NBOHP, with the given options:
The coded word NBOHP matches the third option.
Based on the coding rule derived from the example TREE is coded as USFF (a \(+1\) shift for each letter), the word MANGO is coded as NBOHP.
| Concept | Description | Example (using +1 shift) |
|---|---|---|
| Coding | Converting a word/message into a secret code based on a rule. | Encoding TREE as USFF |
| Decoding | Converting a coded word/message back into its original form. | Decoding USFF back to TREE |
| Rule Identification | Analyzing the given example(s) to find the pattern between the original and coded forms. | Finding the \(+1\) shift rule from TREE & USFF |
| Application | Applying the identified rule to the new word or code. | Applying the \(+1\) shift to MANGO |
Letter coding is a common type of question in verbal reasoning tests. The rules can vary widely and might include:
To solve these problems effectively, it's often helpful to write down the alphabet and its position numbers (A=1, B=2, ..., Z=26) or practice recognizing common patterns quickly.
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