Illegal Pets Logic Puzzle
Solution to Illegal Pets Logic Puzzle
The solution to the illegal pets logic puzzle involving subjects A, B, and C is as follows:
Three subjects, A, B, and C, were suspected of owning illegal pets in the kingdom of Kahfar where it was strictly prohibited by the King. Each of them made a statement:
A: "B is innocent."
B: "I am innocent."
C: "A is guilty."
It was given that only one person made a true statement. By analyzing each statement, we can deduce the following:
- If A's statement is true, then B is innocent and C is guilty. However, this violates the condition of having only one true statement.
- If B's statement is true, then B is innocent and A is guilty. This satisfies the condition of having only one true statement.
- If C's statement is true, then A is guilty and B is innocent. This also satisfies the condition of having only one true statement.
Therefore, the person who made the true statement is B, indicating that B is innocent and A is guilty. The guilt or innocence of C cannot be determined from the given information.