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Q: What are two different numbers that have exactly 3 factors?
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Related questions

How do you explain prime numbers in numbers?

A prime number is a positive integer that has exactly two different factors: 1 and itself. This is why 1 is not a prime number: it has the factors 1 and itself, but they are the same - it does not have exactly two different factors.


Which of the tower numbers have exactly tw factors?

All numbers that have exactly two factors are prime numbers whereas composite numbers have more than two factors.


What is the term for numbers that have exactly two factors?

Prime numbers are the numbers that have exactly two factors.Prime numbers have only two factors, the number one and themselves.


Do all prime numbers have exactly two factors?

That is correct -- all prime numbers have exactly two factors.


Which numbers have exactly two factors?

Prime numbers have exactly two factors.All prime numbers have only 2 factors whereas composite numbers have more than 2 factors


How many numbers have exactly two factors?

Prime numbers have exactly two numbers. There is theoretically an infinite number of them.


Numbers that have exactly 4 factors?

They are numbers that are the product of two different prime numbers. If the primes are p and q, the four factors are 1, p, q and pq.


Which numbers have exactly 2 factors?

Prime numbers have only two factors.


What are two numbers that have exactly two factors?

2 and 3


What prime numbers have exactly 13 factors?

None. Prime numbers only have two factors.


What are all the numbers less than 100 with exactly 3 factors that are prime?

By definition, a prime number has exactly two factors. So, there are no prime numbers with exactly three factors.


What are 2 numbers more than 50 and 30 exactly 2 factors?

Prime numbers have exactly two factors. 53 and 59 are prime numbers.