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Are whole numbers and prime numbers the same?
No. Prime numbers are a subset of whole numbers.
How do you change whole numbers to prime numbers?
You don't. All prime numbers are also whole numbers.
Are whole numbers prime?
No because whole numbers that have only two factors are prime numbers
What number is between 3 5 and 7 10?
There are no prime numbers in between these numbers. The only whole number between them is 6
Do all prime number have to be whole number?
Yes, prime numbers are whole numbers, by definition.
Can all whole numbers be written as prime numbers times together?
Yes, this is called their prime factorization.
What whole numbers between 50 and 60 are prime numbers?
53 59.
Are whole numbers and prime numbers the same?
No. Prime numbers are a subset of whole numbers.
How do you change whole numbers to prime numbers?
You don't. All prime numbers are also whole numbers.
Are whole numbers prime?
No because whole numbers that have only two factors are prime numbers
What number is between 3 5 and 7 10?
There are no prime numbers in between these numbers. The only whole number between them is 6
Do all prime number have to be whole number?
Yes, prime numbers are whole numbers, by definition.
Can two consecutive whole numbers whole numbers be prime?
The only two consecutive whole numbers that are prime numbers are 2 and 3. Otherwise, every second consecutive whole number in sequence is even, and being multiples of 2, they cannot be prime.
What are the importance of studying the different properties of whole numbers?
To find out the difference between prime numbers and composite numbers because prime numbers are useful in finding the lowest common multiple of numbers or the highest common factor of numbers.
What anwer 1.360 prime numbers?
Only integers or whole numbers have prime factors.
Can three consecutive whole numbers all be prime?
Yes but the on prime numbers are 2,3
Can decimal numbers be prime numbers?
No, they can't. Prime numbers are whole numbers which have only two factors which are 1 and itself.
