This document provides a 3-step process for finding all the zeros of a function: 1) Factor the function using synthetic division or the quadratic formula. For the example function F(x)=X3-6x2+11x-6, this yields F(x)= 1x2-5x+6. 2) Further factor the resulting function using factoring techniques like the diamond method to find the individual zeros. For the example, this gives (x-3)(x-2). 3) The individual zeros are then the solutions to setting each factor equal to 0. For the example, the zeros are x=3 and x=2.