SEAMIC_Integrals: Partial fractions

In this video the instructor explains how to solve an integral using partial fractions. The example used is the integral of 1/(x-1)(x+1), and the instructor walks through the steps to find the values of A and B that verify the equality. The process involves multiplying by the common denominator, making the numerators equal, and then solving for A and B. The instructor also explains how to choose smart values for X to simplify the solution. Finally, the partial fractions are integrated, resulting in logarithmic functions.