I like to teach understanding rather than simply teaching a method. If you understand the underlying mathematics, there is little need for memorisation. It allows you to answer any kind of question you are given. At the beginning of the lesson i like to set some learning intention and what we aim to improve upon during the lesson. And at the end a brief review of everything. But of course, the lesson will always be tailored to the student, i will adapt the lessons accordingly to ensure they have the best chance at understanding mathematics!