0
95
A composite number has a factor in addition to 1 and itself, so it is not a Prime number. 11, 47, 89 and 97 are all prime numbers. 95 is divisible by 5 and 19 in addition to 1 and itself - so 95 is the composite.
What else can I help you with?
What are the prime and composite numbers out of 47 31 92 63 57 and135?
31 and 47 are prime, the rest composite.
What are the composite numbers between 30 and 47?
All of them except for 31, 37, 41, 43 and 47 which are prime numbers.
Is 141 prime or composite?
141 is a composite numbers. Its factors are 1, 3, 47, and 141.
Which of these numbers are composite 53 81 41 47 31?
If you mean: 53 81 41 47 and 31 then 81 is a composite number while all the rest are prime numbers
Which of the following numbers are composite numbers 47 57 37 67 27 77?
27, 57 and 77 are composite.
What are the composite numbers to 47?
47 is a prime number and not a composite number.
Are 56 47 86 51 composite numbers?
47 is prime, the rest are composite.
Is number 47-49-29-37 composite numbers?
47, 29 & 37 are prime numbers while 49 is a composite number.
Which is a composite number 41 or 47?
Both 41 and 47 are prime numbers.
Which of the numbers 23 28 33 and 47 are composite?
28 = 2 x 14 and so on 23 is prime 33 = 3 x 11 47 is prime
What are the prime and composite numbers out of 47 31 92 63 57 and135?
31 and 47 are prime, the rest composite.
What are the composite numbers between 30 and 47?
All of them except for 31, 37, 41, 43 and 47 which are prime numbers.
What numbers are composite between 30 and 47?
All of them except for 31, 37, 41, 43 and 47 which are prime numbers.
Is 141 prime or composite?
141 is a composite numbers. Its factors are 1, 3, 47, and 141.
Which of these numbers are composite 53 81 41 47 31?
If you mean: 53 81 41 47 and 31 then 81 is a composite number while all the rest are prime numbers
Which of the following numbers are composite numbers 47 57 37 67 27 77?
27, 57 and 77 are composite.
What are the composite numbers between numbers 47 and 51?
48, 49 and 50 are all composite.
