SOLUTION: What is the smallest whole number divisible by the first three prime numbers larger than 10?
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Question 821704: What is the smallest whole number divisible by the first three prime numbers larger than 10?
Answer by jsmallt9(3758) (Show Source): You can put this solution on YOUR website!
By definition, prime numbers do not share any factors (other than 1 which is a factor of everything). So the answer to this question is simply the product of those first three prime numbers larger than 10:
11*13*17
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