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Which number has exactly three different prime factors?
30
Is a counting number with exactly two different factors?
That's a prime number.
Can a number be both prime and composite?
No. A prime number has exactly two different factors. A composite number has more than two different factors.NO. A number cannot be both prime and composite.
How is a prime number different from a conposite number?
A prime number has exactly two factors, 1 and itself. A composite number has more than two factors.
What prime number can divide 27 and 36?
The prime number 3 can divide 27 and 36.
What is the largest prime number which will divide exactly into 91?
13
What are the prime numbers for 13?
13 is a prime number because it will only divide exactly by 1 or 13.
Why 89 is a prime number?
The only numbers which divide into 89 exactly are 1 and 89. These are called factors or divisors. Any number which has exactly 2 divisors (1 and the number itself) is a prime number.
What is a whole number that has exactly two different factors?
a prime number
Which number has exactly three different prime factors?
30
What number has exactly 7 different prime factors?
510510
Is a counting number with exactly two different factors?
That's a prime number.
Can a number be both prime and composite?
No. A prime number has exactly two different factors. A composite number has more than two different factors.NO. A number cannot be both prime and composite.
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.
How many prime numbers in 300?
5To get the number of prime numbers in a number, divide by the lowest prime number that divides exactly, then keep going until you end up with a prime number. 300 - 2150 - 275 - 325 -55
What are the two numbers that will divide 17 evenly?
Since 17 is a prime number - the only two numbers that will divide into it exactly are 1 & 17 !
Is twenty the number that is the product of exactly three different prime numbers?
No.
