We can find all the factors of any counting number by systematically dividing the number by each counting number, starting with 1 . If the quotient is also a counting number, then the divisor and the quotient are factors of the number.
How to Find Number of Factors?
Find its prime factorization, i.e. express it as the product of primes.
Find its prime factorization, i.e. express it as the product of primes.Write the prime factorization in the exponent form.
Find its prime factorization, i.e. express it as the product of primes.Write the prime factorization in the exponent form.Add 1 to each of the exponents.
Find its prime factorization, i.e. express it as the product of primes.Write the prime factorization in the exponent form.Add 1 to each of the exponents.Multiply all the resultant numbers.
Find its prime factorization, i.e. express it as the product of primes.Write the prime factorization in the exponent form.Add 1 to each of the exponents.Multiply all the resultant numbers.This product would give the number of factors of the given number.
We can find all the factors of any counting number by systematically dividing the number by each counting number, starting with 1 . If the quotient is also a counting number, then the divisor and the quotient are factors of the number.
Step-by-step explanation:
1 .Find its prime factorization, i.e. express it as the product of primes.
2. Write the prime factorization in the exponent form.
3. Add 1 to each of the exponents.
4. Multiply all the resultant numbers.
5. This product would give the number of factors of the given number.
Answers & Comments
Answer:
We can find all the factors of any counting number by systematically dividing the number by each counting number, starting with 1 . If the quotient is also a counting number, then the divisor and the quotient are factors of the number.
How to Find Number of Factors?
Answer:
We can find all the factors of any counting number by systematically dividing the number by each counting number, starting with 1 . If the quotient is also a counting number, then the divisor and the quotient are factors of the number.
Step-by-step explanation:
1 .Find its prime factorization, i.e. express it as the product of primes.
2. Write the prime factorization in the exponent form.
3. Add 1 to each of the exponents.
4. Multiply all the resultant numbers.
5. This product would give the number of factors of the given number.
Hope this answer can help you :)