Algebra-2

1. First, recall the Rational Zero Theorem:

For a polynomial  with integer coefficients (), the possible rational zeros are of the form , where  is a factor of the constant term  and  is a factor of the leading coefficient .

 

2. Identify the values of  and  for the given polynomial:

In this case, the leading coefficient , and its factors are . The constant term , and its factors are .

 

3. Analyze each option based on the Rational Zero Theorem:

A.Here,  (a factor of ) and  (a factor of ). Since