What is the greastest common factor of the following polynomial: -35m^5+56 GCF: square

To find the greatest common factor (GCF) of the polynomial , we need to determine the GCF of the coefficients and the GCF of the variable terms.1. **Coefficients:** - The coefficients are and . - The prime factorization of is . - The prime factorization of is . The common prime factor is .2. **Variable Terms:** - The variable term in the polynomial is . - Since there is no other variable term in the polynomial, the GCF of the variable terms is simply .Combining these, the GCF of the polynomial is the product of the GCF of the coefficients and the GCF of the variable terms: Thus, the greatest common factor of the polynomial is .