Using the terms factors, divisors,

  1. Using the terms factors, divisors, multiple, product, and divisible by, write as mant statements as you can about the number
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    2. Joshua asked by Joshua
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  2. Find the smallest number N such that:The number of divisors of N is A. The number of divisors of A is B. The number of divisors
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    2. Mathslover asked by Mathslover
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  3. he first two consecutive numbers whose factors have the same sumI assume you mean the sum of the aliquot factors/divisors (those
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    2. Amanda asked by Amanda
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  4. If 6 and 15 are both factors of k, thenwhich of the following integers are also divisors of k? (A) 8 (B) 12 (C) 16 (D) 18 (E) 24
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    2. leila coles asked by leila coles
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  5. Aliquot divisors are all the divisors of a number except the number itself. The product of the Aliquot divisors of a number is
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    2. Jeff asked by Jeff
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  6. Find the smallest number N such that:The number of divisors of N is A. The number of divisors of A is B. The number of divisors
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    2. rohit asked by rohit
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  7. Many historians use the terms "push factors" and "pull factors" when discussing immigration. What do you think they mean by
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  8. The number $100$ has four perfect square divisors, namely $1,$ $4,$ $25,$ and $100.$What is the smallest positive integer that
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    2. Dallas asked by Dallas
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  9. If positive integer number n has exactly 8 divisors, what is the least number of divisors can n2 have?
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    2. picklepeter asked by picklepeter
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  10. Let $m$ and $n$ be positive integers. If $m$ has exactly $7$ positive divisors, $n$ has exactly $10$ positive divisors, and $mn$
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    2. Fiona asked by Fiona
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