He studies the many-dimensional spaces in a correct way, and analyzes and interprets the laws previously studied in the two-dimensional general space
Intended learning outcomes
Advanced studies of real functions such as calculus and integration are clearly stated
Knows the method of analyzing and interpreting mathematical theorems and axioms of sequences accurately
Correctly relate topology on R and topology R^n
Easily recognize sequences and series in real space
Explains limits and continuity on functions in real space
It connects the concept of public space with multi-dimensional spaces, linking concepts, understanding them, and analyzing them correctly
It classifies operations in a non-dimensional Euclidean space in a clear manner
Skillfully analyzes the properties of topology in real space
Demonstrate operations on sequences and series precisely in real space
Limits and continuities demonstrate real functions in real space
