In a certain code language, 'feel at home' is coded as '424', 'check the laundry' is coded as '537' and 'open the door' is coded as '434'. How will 'the kite is flying' be coded in that language?
3426
This question asks us to understand a specific code language used to represent phrases with numbers. We are given three examples of phrases and their corresponding codes:
Our goal is to determine the code for the phrase 'the kite is flying' based on the pattern observed in the given examples.
Let's examine the relationship between the words in each phrase and their numerical codes. A common pattern in such problems relates the code to properties of the words, such as the number of letters, the position of letters, or specific letters themselves. Looking at the given examples, let's count the number of letters in each word:
From this analysis, it is clear that the code for a phrase is formed by concatenating the number of letters in each word of the phrase, in the order they appear.
| Phrase | Words | Letter Count per Word | Concatenated Code |
|---|---|---|---|
| feel at home | feel, at, home | 4, 2, 4 | 424 |
| check the laundry | check, the, laundry | 5, 3, 7 | 537 |
| open the door | open, the, door | 4, 3, 4 | 434 |
Now we apply the same pattern to the phrase 'the kite is flying'. We need to count the letters in each word:
Concatenating the number of letters in the order of the words (3, 4, 2, 6) gives us the code 3426.
Based on the established pattern, the phrase 'the kite is flying' is coded as 3426.
| Concept | Description | Example |
|---|---|---|
| Coding Pattern | Code is formed by counting letters in each word and concatenating the counts. | 'feel at home' → 4, 2, 4 → 424 |
| Application | Apply the same letter-counting rule to the new phrase. | 'the kite is flying' → 3, 4, 2, 6 → 3426 |
Coding and decoding questions often appear in logical reasoning sections of exams. While this problem used letter counting, other common patterns include:
Solving such problems requires careful observation of the given examples to identify the underlying rule or pattern. Practice with different types of coding helps in quickly recognizing the logic.
Instruction: In a code language:
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'grapes banana mango' is coded as 'jkl, def, mno'
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In a certain code language,
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