m and n are any two natural number show that the product of 2power m and 3 power n not end o or 5
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Hey Friend Your answer below
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Fundamental theorem of arithmetic,
Composite no.=Product of prime no.
It states that every composite number can be expressed as a product of primes and this factorisation is unique apart from the order of prime factors.
Example :-(10)³= 1000 end with 0 as it has factor both 2 nd 5.
a^n will end with zero if a has both factor 2 and 5.
According to your question,
It will never end with 0 or 5 because it has no factors 2 and 5.
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Answer:
The number should be multiplied by 2 power 7
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