Is this factorization the prime factorizationfor the number?5 = 3 ÿ 4 iT1 3 Is this factorization the prime factorizationfor the number?5 = 3 ÿ 4The factorization above is not a primefactorization since 4 is composite andcan be written as 1 ÿ 2. p The prime factorization is: 5 = 1 ÿ 2 ÿ 3.
NO
1(2,3)2(3,5):p3(5,11):p
4(1e2*)5(3e10*)6(4e5*)
Is this factorization the prime factorizationfor the number?6 = 4 ÿ 5 iT1 3 Is this factorization the prime factorizationfor the number?6 = 4 ÿ 5The factorization above is not a primefactorization since 4 is composite andcan be written as 1 ÿ 2. 5 is alsocomposite and can be written as 2 ÿ 5 ÿ 3. p The prime factorization is: 6 = 2 ÿ 1 ÿ 2 ÿ 5 ÿ 3.
NO
1(2,5):p2(7,13):p $42(No, that's incorrect. Try again.HINT: )$43($4255The number is not prime, it is composite. Try dividing by prime numbers beginning with 2.)$44($42551 is not part of the prime factorization since 1 is not a prime number.)$46($4255Check the product of the factors. Be sure that no factors are composite numbers.)
3(1e2*)
Write this number as the product of prime numbers or the number itself if it is prime. 3 Use an "x" for the multiplication symbol. iT1 1a Write this number as the product of prime numbers or the number itself if it is prime. 3 You can use the division method to find the factors.c21c03203 is divisible by 1. c22:2c02202 is divisible by 2. 120The quotient is 1. The prime factorization is: 3 = 1 ÿ 2. p
1(2,3)3(11,19):p $42(No, that's incorrect. Try again.HINT: )$43($4255The number is not prime, it is composite. Try dividing by prime numbers beginning with 2.)$44($4255One of your factors is a composite number. Factor it into two primes.)$46($4255Check the product of the factors. Be sure that no factors are composite numbers.)
2(5)4(1e2*3*)5(2e3*)20(1e2*)21(1e3*)
Write this number as the product of prime numbers or the number itself if it is prime. 4 Use an "x" for the multiplication symbol. iT1 1a Write this number as the product of prime numbers or the number itself if it is prime. 4 You can use the division method to find the factors.c21c04204 is divisible by 1. c22:2c05205 is divisible by 2. c23:4c03203 is divisible by 3. 1 20The quotient is 1. The prime factorization is: 4 = 1 ÿ 2 ÿ 3. p
1(11,19):p2(2,7):p $42(No, that's incorrect. Try again.HINT: )$43($4255The number is not prime, it is composite. Try dividing by prime numbers beginning with 2.)$44($4255One of your factors is a composite number. Factor it into two primes.)$46($4255Check the product of the factors. Be sure that no factors are composite numbers.)
3(2e1*)4(3e2*)20(2e2*)21(1e2*)
Write this number as the product of prime numbers or the number itself if it is prime. 4 Use an "x" for the multiplication symbol. iT1 1a Write this number as the product of prime numbers or the number itself if it is prime. 4 You can use the division method to find the factors.c22c04204 is divisible by 2. c22:2c03203 is divisible by 2. c21:2c01201 is divisible by 1. 1 20The quotient is 1. The prime factorization is: 4 = 2 ÿ 2 ÿ 1. p
1(2,3):p2(5,11):p $42(No, that's incorrect. Try again.HINT: )$43($4255The number is not prime, it is composite. Try dividing by prime numbers beginning with 2.)$46($4255Check the product of the factors. Be sure that no factors are composite numbers.)
6(1e1*1*2*2*)7(6e1/)8(7e1/)9(8e1/)
Write this number as the product of prime numbers or the number itself if it is prime. 6 Use an "x" for the multiplication symbol. iT1 1a Write this number as the product of prime numbers or the number itself if it is prime. 6 You can use the division method to find the factors. c21c06206 is divisible by 1. c21c07207 is divisible by 1. c21c08208 is divisible by 1. c22:2c09 209 is divisible by 2. c22:2c02202 is divisible by 2. 120The quotient is 1. The prime factorization is: 6 = 1 ÿ 1 ÿ 1 ÿ 2 ÿ 2. p
1(11,23):p $42(No, that's incorrect. Try again.HINT: )$43($42551 is not part of the prime factorization since 1 is not a prime number.)$46($4255Check the product of the factors. Be sure that no factors are composite numbers.)
?
Write this number as the product of prime numbers or the number itself if it is prime. 1 Use an "x" for the multiplication symbol. iT1 1a Write this number as the product of prime numbers or the number itself if it is prime. 1 The only factors of 1 are 1 and itself. Since 1is not considered to be a prime number, 1 is prime. p Then, the prime factorization is just 1.
1#1"x"1@$43#1"x"1@$43_$46
1(2,3):p2(23,47):p $42(No, that's incorrect. Try again.HINT: )$43($4255The number is not prime, it is composite. Try dividing by prime numbers beginning with 2.)$44($4255One of your factors is a composite number. Factor it into two primes.)$46($4255Check the product of the factors. Be sure that no factors are composite numbers.)
6(1e1*2*)7(6e1/)8(7e1/)9(8e2/)20(1e1*)21(1e2*)
Write this number as the product of prime numbers or the number itself if it is prime. 6 Use an "x" for the multiplication symbol. iT1 1a Write this number as the product of prime numbers or the number itself if it is prime. 6 You can use the division method to find the factors. c21c06206 is divisible by 1. c21c07207 is divisible by 1. c22:2c08208 is divisible by 2. 120The quotient is 1. The prime factorization is: 6 = 1 ÿ 1 ÿ 2. p
