Akademik Dersler - İçerik

Explain the concepts of axiom, theorem, propositional logic, mathematical proof methods, symbolic logic, universal and existential quantifiers, set, cartesian product of sets, relation and function.
Explain the concepts of axiom and theorem.
Explain the concept of proposition.
Explain direct and indirect mathematical proof methods.
Explain axioms and theorems related to symbolic logic.
Explain the concepts of universal and existential quantifiers.
Explain the concepts of set, set families, power set, finite and infinite sets.
Explain the concepts of set of cartesian product, relation and function.
Explain qualities and types of relation (equivalence and order relations), qualities and types of function (inclusion function, onto function, one to one function, constant function, identity function, composition function, inverse function).
Interpret the concepts of propositional logic, mathematical proof methods, symbolic logic, set, cartesian product, relation and function.
Do operations related to propositional logic.
Practice on direct and indirect mathematical proof methods.
Practice on the concept of set.
Practice on set of cartesian product, drawing graphs of set of cartesian product
Practice on relations and functions.
Relate equivalence classes and numbers.
Explain the concepts of equivalence relation.
Explain the concepts of equivalance classes.
Construct numbers by equivalence classes.