How many divisors of 1405 will have at least one zero at it's end?
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How many divisors of 1405 will have at least one zero at it's end?
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2^4 x 5^4 has (4 + 1)(4 + 1) = 25 divisors, 10^5 has 25 divisors that have at least one zero at its end.
So, 25 divisors of 1405 will have at least one zero at its end.
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