Friday, 23 March 2018

discrete mathematics - Prove that a number with 30 digits cannot have more than 100 prime factors.

I know that the a number with more than 100 prime factors must be larger than



2100, so it must have more than 30 digits but i am having trouble with proof.



I was given
Hint: every prime number is 2.

Can someone help me connect the two ideas.

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