Infinite Teaching ( ) In Collection and ( ) By Allegory and Conformity
The main purpose of this paper is to teach the infinite ( ) properties in real ( ) and expansive ( ) sets. Using allegory and matching. In today's advanced world, there may be more teaching methods than there are instructors. Some teaching methods are better known as the classical and modern methods. Some of these methods are more effective in basic science courses, especially mathematics, among which we can mention exploratory, discovery, and theological methods. Each of these three methods differs in the way the teacher and student interact. In the verbal method, the discovery and extraction of results is mainly done by the teacher, and the transfer of information is one-way from the teacher to the student. Proponents of this method believe that mathematics is based on logic and aims to strengthen the power of reasoning. To argue some propositions and understand some words, deductive, inductive and allegorical methods are used to facilitate and comprehend in teaching learners. Although allegory has less proving power than induction and analogy, it is more effective for adaptation and replication. What is claimed in this article is the role of allegory and conformity in teaching the word infinity (∞), and its properties in the expansive set ( ) There is no limit to infinity or limit to infinity. Only this article discusses the absolute infinity. Its adaptation or similarity to the sea and the desert, to facilitate teaching, which has been welcomed by learners and has been enthusiastic, has led to sustainable learning. Also, the properties of the two sets ( ) and ( ) are compared.