This course examines divisibility, bases of numbers, prime numbers and their properties, greatest common factor (GCF) and its properties, Euclid‘s algorithm, least common multiple (LCM)
This course critically examines the concept of indefinite integrals (antiderivatives) of real functions of one variable (definition of antiderivatives, integration techniques), definite integrals of real
Examining the concept of basic rules in counting, permutations, combinations, generating functions, recursive relations, and the principle of inclusion-exclusion and applying them to solve daily
This course examines the principles and characteristics of Realistic Mathematics Education, types of contexts related to life phenomena related to numbers, algebra, measurement and geometry,
This course examines geometry in an axiomatic deductive system, the concept of plane figures and their elements, the concept of congruence of triangles and related
Examining the concept of basic rules in counting, permutations, combinations, generating functions, recursive relations, and the principle of inclusion-exclusion and applying them to solve daily