"The" co-Prime number is wrong; for any number, there are infinitely other numbers that are co-prime with it, not just one.
Get the prime factors for 72. Then, any number made up of factors that DON'T include those prime factors is co-prime with 72. For example, 49 (which is 7 x 7), or 35 (5 x 7) are coprime with 72, since neither 5 nor 7 are among the prime factors of 72.
coprime numbers with 18 are : 17 and 19.
When the two numbers are coprime. Coprime numbers need not be prime numbers - they must not have any factor in common (other than 1). So, for eaxmple, neither 8 nor 9 are prime numbers but they are coprime and so, LCM(8 , 9) = 72
No because 31 is a prime number but 62 is a composite number
1. The two numbers are coprime.
72/9 = 8, a whole number.
3
coprime numbers with 18 are : 17 and 19.
A coprime (or relatively prime) number with respect to 100 is any number that shares no common factors with 100 other than 1. For example, numbers like 3, 7, and 99 are coprime to 100 because they do not divide evenly into 100. In general, any number that is not a multiple of 2 or 5 (the prime factors of 100) would be coprime to it.
The only common factor is 1 since the numbers are coprime.
Coprime numbers are those in which only 1 and that number (say 5) can be divisible by it. Both 5 and 7 would be coprime numbers because they are numbers divisible by only themselves and 1.
There is no such thing as a coprime number.Two integers are said to be relatively prime (or coprime) if they have no common positive factor, other than 1. Examples:Any two different prime numbers are coprime.16 and 27 are coprime.14 and 18 are not coprime. They have the common factor 2.
The product of the two numbers
No. They are both multiples of 2.
When the two numbers are coprime. Coprime numbers need not be prime numbers - they must not have any factor in common (other than 1). So, for eaxmple, neither 8 nor 9 are prime numbers but they are coprime and so, LCM(8 , 9) = 72
No 5 is a prime number and 12 is composite number
Coprime numbers are two numbers that have no common positive integer factors other than 1. The numbers 42 and 39 are not coprime because they share a common factor of 3. Therefore, since they have a greatest common divisor (GCD) greater than 1, they are not coprime.
The Fundamental Theorem of Arithmetic states that every number has exactly one, unique factorization of potentially non-unique prime numbers. Since the prime factorization of 72 is 2*2*2*3*3, we conclude that 72 is coprime with all other prime numbers, so there is no solution.