Start by finding the critical points, because these are the values where the product becomes zero. These points divide the number line into intervals. For a product of two first-degree factors with positive leading coefficient, the product is positive outside the two roots and negative between them. Here, The critical points are x=-2 and x=4. A product of two linear factors is positive outside the roots and negative between them. Therefore the solution is x 4. Since the inequality is strict, the boundary points themselves are not included in the answer.