Algebra-2

1. Recall the Rational Root Theorem:

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

2. Identify and for the given polynomial:

Given that the leading coefficient , and its factors are .

The constant term , and its factors are .

3. Determine the possible rational roots :

When , the possible rational roots are

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