The sum of the positive divisors of a positive integer of the form $2^i3^j$ is equal to $600$. What is $i + j$?
Question:
The sum of the positive divisors of a positive integer of the form $2^i3^j$ is equal to $600$. What is $i + j$?
Answer:
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The sum of the positive divisors of a positive integer of the form $2^i3^j$ is equal to $600$. What is $i + j$?
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