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Mathematics content of last semester in senior two.
Mandatory 1

Set, Function Concept and Basic Elementary Function Ⅰ (Exponential Function, Logarithmic Function, Power Function)

compulsory 2

Preliminary solid geometry, preliminary plane analytic geometry

Compulsory 3

Algorithm preliminary, statistics, probability

Required 4

Basic elementary function (trigonometric function), vector on plane, trigonometric identity transformation

Elective course 5

Solve triangles, sequences, inequalities

2- 1

Common logical terms, conic curves and equations, space vectors and solid geometry.

2-2

Derivative sum application, reasoning and proof, extension of number system and introduction of complex number

2-3

Counting principle, statistical case, probability

3- 1

Special lecture on the history of mathematics

3-2

Information security and password

3-3

Geometry on a sphere

3-4

Symmetric sum group

3-5

Euler Formula and Classification of Closed Surfaces

3-6

Angle trisection and number field expansion

4- 1

Special lecture on geometric proof

4-2

Matrix sum transformation

4-3

Sequence and integral

4-4

Coordinate system and parametric equation

4-5

Seminar on inequality

4-6

elementary number theory

4-7

Optimization method and preliminary experimental design

4-8

Preliminary study on overall planning method and number theory

4-9

Risk and decision-making

4- 10

Switching Circuit and Boolean Algebra