MAP
학원 커리큘럼
IB Biology
SL·HL
01.
Statistical Analysis
02.
Cells
03.
The Chemistry of Life
04.
Genetics I
05.
Ecology and Evolution
06.
Human Health and Physiology I
07.
Nucleic Acids and Proteins
08.
Cell Respiration and Photosynthesis
09.
Plant Science
10.
Genetics II
11.
Human Health and Physiology
IB Chemistry
SL·HL
01.
Stoichiometric Relationships
02.
Atomic Structure
03.
The Periodic Table
04.
Chemical Bonding and Structure
05.
Energetics/
Thermochemistry
06.
Chemical Kinetics
07.
Equilibrium
08.
Acids and Bases
09.
Redox Processes
10.
Organic Chemistry
11.
Measurement and
Data Processing
IB Physics
SL·HL
01.
Measurements and Uncertainties
02.
Mechanics
03.
Thermal Physics
04.
Waves
05.
Electricity and Magnetism
06.
Circular Motion and Gravitation
07.
Atomic, Nuclear, and Particle Physics
08.
Energy Production
09.
Wave Phenomenon
10.
Fields
11.
Electromagnetic Induction
12.
Quantum and Nuclear Physics
IB Mathematics Core
SL·HL
01.
Straight Lines
02.
Sets and Venn Diagrams
03.
Surds and Exponents
04.
Equations
05.
Sequences and Series
06.
Measurement
07.
Right Angled Triangle Trigonometry
08.
The Unit Circle and Radian Measure
09.
Nonright Angled Triangle Trigonometry
10.
Points in Space
11.
Probability
12.
Sampling and Data
13.
Statistics
14.
Quadratic Functions
15.
Functions
16.
Transformations of Functions
17.
Trigonometric Functions
IB Mathematics
Analysis and Approaches
SL·HL
01.
Further Trigonometry
02.
Exponential Functions
03.
Logarithms
04.
Introduction to Complex Numbers
05.
Real Polynomials
06.
Further Functions
07.
Counting
08.
The Binomial Theorem
09.
Reasoning and Proof
10.
Proof by Mathematical Induction
11.
Linear Algebra
12.
Vectors
13.
Vector Applications
14.
Complex Numbers
15.
Limits
16.
Introduction to Differential Calculus
17.
Rules of Differentiation
18.
Properties of Curves
19.
Applications of Differentiation
20.
Introduction to Integration
21.
Techniques for Integration
22.
Definite Integrals
23.
Kinematics
24.
Maclaurin Series
25.
Differential Equations
26.
Bivariate Statistics
IB Mathematics
Applications and Interpretation
SL·HL
01.
Exponentials
02.
Logarithms
03.
Approximations and Error
04.
Loans and Annuities
05.
Modelling
06.
Direct and Inverse Variation
07.
Bivariate Statistics
08.
Nonlinear Modelling
09.
Vector
10.
Vector Applications
11.
Complex Numbers
12.
Matrices
13.
Eigenvalues and Eigenvectors
14.
Affine Transformations
15.
Graph Theory
16.
Voronoi Diagrams
17.
Introduction to Differential Calculus
18.
Rules of Differentiation
19.
Properties of Curves
20.
Applications of Differentiation
21.
Introduction to Integration
22.
Techniques for Integration
23.
Definite Integrals
24.
Kinematics
25.
Differential Equations
26.
Coupled Differential Equations
27.
Discrete Random Variables
28.
The Normal Distribution
29.
Estimation and Confidence Intervals
30.
Hypothesis Testing
31.
Chi-Squared Hypothesis Tests