Traditional Math typically teaches a method or algorithm FIRST, and THEN teaches the applications for the method. Traditional algorithms are emphasized and practiced regularly: repetition and drills are frequently used to ensure foundational mastery in the underlying mathematical procedures. The traditional approach to math views math education as akin to building a logical edifice: each brick depends on the support of the previously laid ones, which represent mastery over a particular procedure or method. Traditional Math begins by giving students a tool, and then challenges students to practice using that tool an applied way, with progressively challenging problems. In this sense Traditional Math aims to establish procedural understanding before conceptual and applied understanding.