We show, step-by-step, how to determine an appropriate technique of integration. We then evaluate an integral using reduction formulas.
We show how to determine the best technique of integration for an integral. After this, we show how to complete this process using substitution.
We provide a step by step solution to a calculus problem that finds the surface area of an object created by revolving a function around an axis.
We provide a step by step solution to a calculus problem that finds the arc-length of a function on a given interval.
We provide a step by step solution of a calculus problem that finds the volume of an object obtained by revolving a region around an axis using the washer and shell methods.