solve this question. illogical answers will be reported.
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0
Answer:
No. it can't because the factors of 6^n are 2×3.
which are not in the form of 2×5.
Answered by
1
Answer:
6^n=2^n x 3^n
For any number ending with 5 the prime factor 5 should be there in its prime factorisation.
(for eg: 5=5,15=3x5,25=5x5).
In all these 5 is a necessary prime number. But 6n has only 2 and 3 as prime factors.
So 6n can never end with digit 5 for any natural number.
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