show that any number of the form 6 to the power x, positive integers can never end with the digit 0.
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Answered by
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Also, we know form the fundamental theorem of arithmetic that the prime factorisation of each number is unique. Hence,6n can not a factor of 6n . Hence,6n can never end with the digit 0
Answered by
1
Answer:
Also, we know form the fundamental theorem of arithmetic that the prime factorisation of each number is unique. Hence,6n can not a factor of 6n . Hence,6n can never end with the digit 0
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