In a code language, if HEAVIER is written as 49 and MAKE is written as 16, then how will SPOKEN be written in the same language?
36
This problem involves a code language where words are converted into numbers based on a specific pattern. We are given two examples: HEAVIER is coded as 49, and MAKE is coded as 16. Our goal is to find the code for the word SPOKEN using the same logic.
Let's look at the relationship between the words and their numerical codes:
From these examples, it appears that the code for a word is the square of the number of letters in that word.
Now, let's apply this pattern to the word SPOKEN:
Therefore, the code for SPOKEN in this language is 36.
Let's summarise the findings in a table:
| Word | Number of Letters | Calculation | Code |
|---|---|---|---|
| HEAVIER | 7 | $7^2$ | 49 |
| MAKE | 4 | $4^2$ | 16 |
| SPOKEN | 6 | $6^2$ | 36 |
The calculated code for SPOKEN is 36, which is one of the given options.
| Pattern Type | Description | Example (Word → Code) |
|---|---|---|
| Letter Position Based | Code based on alphabetical position of letters (A=1, B=2, etc.) or sum/product of positions. | CAT → 3+1+20 = 24 |
| Reverse Letter Position | Code based on reverse alphabetical position (Z=1, Y=2, etc.). | CAT → 24+26+7 = 57 (if Z=1) |
| Number of Letters | Code based directly on the count of letters, or a function of it (like square, double, etc.). | HEAVIER → 7 letters → $7^2 = 49$ |
| Vowel/Consonant Count | Code based on the number of vowels and/or consonants. | BEAUTY → 3 vowels, 3 consonants → Code might be 33 or 3+3=6 etc. |
| Specific Rule | A unique rule applied to letters or the word structure (e.g., sum of first and last letter positions). | BAT → B=2, T=20 → Code might be 2+20=22 |
Coding and decoding questions are a common part of logical reasoning tests. They assess your ability to identify patterns and rules applied to words, letters, or numbers and then apply those rules to new instances. Here are some tips for solving such problems:
This specific problem uses a simple numerical pattern based on the word's length, a frequent type in coding decoding exercises.
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