check whether 6 to the power n can end with 0
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Step-by-step explanation:
6^n = (2×3)^n
Therefore, no , 6^n can't have 0 as its end digit because to have 0 as end digit the prime factorisation of the number should be in the form (2×5)^n , but it has prime factorisation in the form (2×3)^n .
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