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Prove that for any positive integer ( n ), the number ( 11^n - 6^n ) is divisible by 5. This problem requires knowledge of

Prove that for any positive integer \( n \), the number \( 11^n - 6^n \) is divisible by 5.

This problem requires knowledge of modular arithmetic and mathematical induction, making it suitable for advanced math students. How would you begin to tackle this problem?

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