The classical education movement has borrowed terms used in educational history to name three phases of education. • "Primary education" teaches students how to learn. • "Secondary education" then teaches a conceptual framework that can hold all human knowledge (history), fills in basic facts and practices of major fields of knowledge, and develops the fundamental skills of every major human activity. • "Tertiary education" then prepares a person to pursue an educated profession such as law, theology, military strategy, medicine, or science.
Primary education – the trivium Primary education is divided into three stages using terms introduced by
Dorothy Sayers in her essay
The Lost Tools of Learning: "poll-parrot", "pert", and "poetic". According to Sayers, these phases are roughly coordinated with
human development and would ideally be coordinated with each individual student's development. Sayers connects her three stages with the three liberal language arts (
trivium): grammar, logic, and rhetoric, respectively. While grammar, logic, and rhetoric are taught as subjects in classical schools, many schools also use these three arts as a paradigm for child development. Logic and rhetoric were often taught in part by the
Socratic method, in which the teacher raises questions and the class discusses them. By controlling the pace, the teacher can keep the class very lively, yet disciplined.
Grammar Grammar consists of
language skills such as reading and the mechanics of writing. An important goal of grammar is to acquire as many words and manage as many concepts as possible so as to be able to express and understand clearly concepts of varying degrees of complexity. Classical education traditionally included study of
Latin and
Greek to reinforce understanding of the workings of languages and allow students to read the
classics of
Western civilization untranslated.
Logic Logic is the process of correct
reasoning. The traditional text for teaching logic was
Aristotle's
Organon. In the modern renaissance of classical education, this logic stage (or dialectic stage) refers to the junior high or middle school aged student, who developmentally is beginning to question ideas and authority, and truly enjoys a debate or an argument. Training in logic, both formal and informal, enables students to critically examine arguments and to analyze their own. The goal of the logic stage is to train the student's mind not only to grasp information, but to find the analytical connections between seemingly different facts/ideas, to find out why something is true, or why something else is false.
Rhetoric Rhetorical debate and composition are taught to somewhat older (often high-school-aged) students, who by this point in their education have the concepts and logic to criticize their own work and persuade others. According to
Aristotle, "Rhetoric is the counterpart of dialectic", concerned with finding "all the available means of persuasion". Students learn to articulate answers to important questions in their own words, to try to persuade others with these facts, and to defend ideas against rebuttal. The student learns to reason correctly in the Logic stage so that they can now apply those skills to Rhetoric. Traditionally, students would read and emulate classical poets in learning how to present their arguments well.
Secondary education – the quadrivium Secondary education, classically the
quadrivium or "four ways", consists of
arithmetic,
geometry, music, and
astronomy. Sometimes architecture is taught alongside these, often from the works of
Vitruvius. History is taught to provide a context and show political and military development. The classic texts were from ancient authors such as
Herodotus,
Thucydides,
Livy,
Cicero, and
Tacitus. Biographies were often assigned as well, with the classic example being
Plutarch's
Lives. Biographies help show how persons behave in their context, and the wide ranges of professions and options that exist. As more modern texts became available, these were often added to the curriculum. These are taught in a matrix of history, reviewing the natural development of each field for each phase of the trivium. That is, in a perfect classical education, the historical study is reviewed three times: first to learn the grammar (the concepts, terms and skills in the order developed), next time the logic (how these elements could be assembled), and finally the rhetoric, how to produce good, humanly useful and beautiful objects that satisfy the grammar and logic of the field. History is the unifying conceptual framework, because history is the study of everything that has occurred before the present. Classical educators consider the
Socratic method to be the best technique for teaching critical thinking. In-class discussion and critiques are essential for students to recognize and internalize critical thinking techniques. This method is widely used to teach both philosophy and law. It is currently rare in other contexts. Essentially, the teacher referees the students' discussions, asks leading questions, and may refer to facts, but never gives a conclusion until at least one student reaches that conclusion. The learning is most effective when the students compete strongly, even viciously in the argument, but always according to well-accepted rules of correct reasoning. That is,
fallacies should not be allowed by the teacher. By completing a project in each major field of human effort, the student can develop a personal preference for further education and professional training.
Tertiary education – the apprenticeship Historically, tertiary education was usually an apprenticeship to a person with the desired profession. Most often, the understudy was called a "secretary" and had the duty of carrying on all the normal business of the "master." Philosophy and theology were both widely taught as tertiary subjects in universities, however. The early biographies of nobles show what is possibly the ultimate form of classical education: a
tutor. One early, much-emulated classic example of this tutor system is that of
Alexander the Great, who was tutored by
Aristotle. == Prevalence ==