Decoding the Coding Language Pattern

This question asks us to decode a pattern in a code language where words are represented by numbers. We are given two examples: STIMULI is coded as 7, and INFORMATION is coded as 11. We need to find the code for GRANULES using the same pattern.

Analyzing the Given Examples

Let's look closely at the provided examples and the numbers they are coded into:

• The word is STIMULI. The coded value is 7.
• The word is INFORMATION. The coded value is 11.

We need to find a relationship between the words and their coded numbers.

Identifying the Coding Pattern

Let's count the number of letters in each word:

• STIMULI has 7 letters (S, T, I, M, U, L, I).
• INFORMATION has 11 letters (I, N, F, O, R, M, A, T, I, O, N).

It appears the pattern is simply that the coded number for a word is equal to the total number of letters in that word. This is a common type of logic puzzle involving coding languages.

Applying the Pattern to GRANULES

Now we apply this same pattern to the word GRANULES. We need to count the number of letters in GRANULES.

• Count the letters in GRANULES: G, R, A, N, U, L, E, S.
• There are 8 letters in the word GRANULES.

Therefore, according to the pattern, the code for GRANULES is 8.

Conclusion on the Coding Language

Based on the analysis of the given examples, the code language uses the number of letters in a word as its code. Applying this logic to GRANULES, which has 8 letters, gives us the coded value 8.

Revision Table: Checking the Logic

Additional Information on Coding Logic

Coding language questions in reasoning often follow simple logical patterns. Common patterns include:

• Counting letters, vowels, or consonants.
• Assigning numerical values to letters (e.g., A=1, B=2, or based on position in alphabet).
• Reversing the word or letters.
• Using positions of letters in the word (e.g., first letter's value, last letter's value).
• Simple arithmetic operations on letter values or counts.

Identifying the correct pattern requires careful observation of the given examples and testing potential rules against them before applying the rule to the new word.