课程名称:美国数学同步课程
Algebra1课程
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Cp1. Algebraic Expression
Cp2. Solving Linear Equations
Cp3. Solving Inequalities
Cp4. Systems of Equations and Inequalities
Cp5. Linear Functions
Cp6. Exponents and Square Root
Cp7. Polynomials and Factoring
Cp8. Solving Quadratic Equations
Cp9. Quadratic Functions
Cp10. Data Analysis
Cp11. Probablity
Geometry课程
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Cp1. Essentials of Geometry
Cp2. Reasoning and Proof
Cp3. Perpendicular and Parallel Lines
Cp4. Congruent Triangles
Cp5. Properties of Triangles
Cp6. Quadrilaterals
Cp7. Transformations
Cp8. Similarity
Cp9. Right Triangles and Trigonometry
Cp10. Polygon
Cp11. Circles
Cp12. Surface Area and Volume
Algebra2课程
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Cp1. Functions and Relations
Cp2. Linear Functions as Mathematical Models
Cp3. Quadratic Functions and Complex Numbers
Cp4. Exponential Functions
Cp5. Logarithmic Functions
Cp6. Rational Functions(Part1)
Cp7. Rational Functions(Part2)
Cp8. Irrational Functions
Cp9. Conic Sections(Part1)
Cp10. Conic Sections(Part2)
Cp11. Trigonometric Functions
Cp12. Properties of trigonometric Functions
Cp13. Triangle Problems
Cp14. Sequences
Precalculus课程
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Cp1. A fresh look at the basic functions
Cp2. Cartesian Two-Space
Cp3. Parametric Equations in Two-Space
Cp4. Limits
Cp5. Derivative
Cp6. Polar Two-Space
Cp7. Vector Basics
Cp8. Catesian Three-Space
Cp9. Vector in Cartesian Three-Space
Cp10. Alternative Three-Space
Cp11. Matrices and Determinats
Cp12. Counting Principle and Probability
AP-Calculus AB
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Part1. Functions, Graphs, and Limits
Cp1. Analyis of Graphs
Cp2. Limits of Functions
Cp3. Asymptotic and Unbounded Behavior
Cp4. Continuity as a Property of Functions
Part2. Derivatives
Cp1. Concept of the Derivative
Cp2. Derivative at a Point
Cp3. Derivative as a Function
Cp4. Second Derivatives
Cp5. Applications and Computation of Derivatives
Part3. Integrals
Cp1. Interpretations and Properties of Definite Integrals
Cp2. Applications of Integrals
Cp3. Fundamental Theorem of Calculus
Cp4. Techniques and Applications of Antidifferentiation
Cp5. Numerial Approximations to Definite Integrals
AP-Calculus BC
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Part1. Functions, Graphs, and Limits
Cp1. Analyis of Graphs
Cp2. Limits of Functions
Cp3. Asymptotic and Unbounded Behavior
Cp4. Continuity as a Property of Functions
CP5. Parametric, polar, and vector functions
Part2. Derivatives
Cp1. Concept of the Derivative
Cp2. Derivative at a Point
Cp3. Derivative as a Function
Cp4. Second Derivatives
Cp5. Applications and Computation of Derivatives
Part3. Integrals
Cp1. Interpretations and Properties of Definite Integrals
Cp2. Applications of Integrals
Cp3. Fundamental Theorem of Calculus
Cp4. Techniques and Applications of antidifferentiation
Cp5. Numerial Approximations to Definite Integrals
Part4. Polynomials Approximations and Series
Cp1. Concept of series
Cp2. Series of constants
Cp3. Taylor series