In a certain code language, 'right from wrong' is written as 'jn bh yt', and 'take the right' is coded as 'dn yt gd. How will 'right' be coded in that language?
Decoding the Code: Finding the Word 'right'
This problem involves figuring out a specific code for the word 'right' based on two examples of coded phrases. We need to identify the pattern or mapping between the words and their codes.
Analyzing the Coded Phrases
Let's break down the given information:
- Phrase 1: The phrase 'right from wrong' is coded as 'jn bh yt'.
- Phrase 2: The phrase 'take the right' is coded as 'dn yt gd'.
Our goal is to find the specific code for the word 'right'.
Step-by-Step Code Identification
We can find the code for 'right' by looking for common elements between the two phrases and their corresponding codes.
- Compare Phrases: Notice that the word 'right' appears in both Phrase 1 ('right from wrong') and Phrase 2 ('take the right').
- Compare Codes: Now, let's look at the codes assigned to these phrases: 'jn bh yt' for Phrase 1 and 'dn yt gd' for Phrase 2.
- Find Common Code: Observe that the code 'yt' is present in both coded phrases ('jn bh yt' and 'dn yt gd').
- Deduce the Mapping: Since 'right' is the only word that is common to both original phrases, and 'yt' is the only code that is common to both coded phrases, we can conclude that the word 'right' corresponds to the code 'yt'.
Conclusion
Based on the common word 'right' and the common code 'yt' found in both sets of information, the code for the word 'right' in this specific language is 'yt'.
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Important Questions from Coding and Decoding in Fictitious Language
In a certain code language, 1259 means 'box in the ring', 6941 means 'the square boxing ring' and 5713 means 'put the box out'. Find the code for 'ring'.
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