SAT Reasoning и SAT Subject.
SAT Reasoning состоит из 3 компонентов и проверяет навыки критического мышления, решения задач по математике.
65 минут, 52 вопросовReading TestВопросы проверяют умение определить, какая часть текста лучше всего соответствует ответу на предыдущий вопрос. Другие вопросы сфокусированы на нахождении подходящего ответа на вопрос. Участники должны выбрать ответ, собрав воедино информацию, переданную словами и графикой.
35 минут, 44 вопросовWriting and Language TestЗадачи фокусируются на доказательствах. Тест проверяет умение анализировать ряд предложений или параграфов и решить, имеют ли они смысл. Другие вопросы проверяют умение интерпретировать графику и отредактировать часть сопровождающего отрывка так, чтобы он четко и точно отображал информацию в графике.
2 секцииMath Test1) No calculator/ без калкулятора– 25 минут, 20 вопросов
2) Calculator permitted/ Используется калькулятор - 55 минут, 38 вопросов.
Математика включает в себя 3 главных разделов: Heart of Algebra (Алгебра), Problem solving and Data analysis Решение (Решение задач и анализ данных), Passport to Advanced Math (Высшая Математика).
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SAT Reasoning
Writing
Content
- Adding, deleting and Revising
- Sentence and Paragraph Order
- Infographics
- Structure of the sentence (shorter is better)
- Sentences and Fragments (combining and separating sentences, transitions, clauses)
- Punctuation (Additional comma uses and Misuses, colons and dashes, question marks, apostrophes)
- Pronoun and Noun Agreement (relative pronouns and possessive pronouns)
- Verbs: Agreement and Tense
- Word Pairs and Comparisons
- Modifiers
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Reading
Content
- The Answer Isn't Always *In* the Passage
- Understanding Answer Choices
- Understanding Line References
- Strategies for Reading Passages
- Skimming Effectively Means Knowing What to Focus on
- Using Key Words: Managing Questions Without Line References
- Vocabulary in Context
- Moving from Concrete to Abstract
- The Big Picture
- Introduction to Supporting Evidence Questions
- Same Idea, Different Words: Literal Comprehension
- Reasonable Inferences
- Supporting and Undermining Claims
- Rhetorical Strategy and Organization
- Infographics
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SAT Reasoning MATHEMATICS
30%
- Solving quadratic equations, systems and word problems
- Interpreting nonlinear expressions and equation graphs
- Solving exponential word problems, radicals and rational exponents
- Solving operations with rational expressions and polynomials, polynomial factors and graphs
- Operating with functions and isolating quantities, structure in expressions
SAT Subject
15 - 27%
Cell structure and organization, mitosis, photosynthesis, cellular respiration, enzymes, biosynthesis, biological chemistry
History course for people who are interested in art
You will study History of Art, which covers the period from the fall of the Roman Empire until the end of the Counter-Reformation. This will include non-Western material.
Architecture course for all curious people
The history of architecture traces the changes in architecture through various traditions, regions, overarching stylistic trends, and dates.You will study Architectural History, which is a survey from antiquity to the present day. An introduction to key aspects central to the study of Architectural History. You will also choose an option course from another subject area.
SAT Subject MATHEMATICS
10%–14% Coordinate: Lines, parabolas, circles, ellipses, hyperbolas, symmetry, transformations, polar coordinates.
4%–6% Three-dimensional: Solids, surface area and volume (cylinders, cones, pyramids, spheres, prisms), coordinates in three dimensions.
12%–16% Trigonometry: Right triangles, identities, radian measure, law of cosines, law of sines, equations, double angle formulas.
4%–6% Three-dimensional: Solids, surface area and volume (cylinders, cones, pyramids, spheres, prisms), coordinates in three dimensions.
12%–16% Trigonometry: Right triangles, identities, radian measure, law of cosines, law of sines, equations, double angle formulas.
Syllabus in details
1.1 Overview:
- definitions
- combining functions
- inverses
- odd and even functions
1.2 Polynomial Functions:
-linear functions
-quadratic functions
-higher-degree polynomial functions
-inequalities
1.3 Trigonometric Functions and their inverses:
-definitions
-arcs and angles
-special angles
-graphs
-identities, equations, and inequalities
-inverse trig functions
-triangles
1.4 Exponential and Logarithmic Functions
1.5 Rational Functions and Limits
1.6 Miscellaneous Functions:
-parametric equations
-piecewise functions
- definitions
- combining functions
- inverses
- odd and even functions
1.2 Polynomial Functions:
-linear functions
-quadratic functions
-higher-degree polynomial functions
-inequalities
1.3 Trigonometric Functions and their inverses:
-definitions
-arcs and angles
-special angles
-graphs
-identities, equations, and inequalities
-inverse trig functions
-triangles
1.4 Exponential and Logarithmic Functions
1.5 Rational Functions and Limits
1.6 Miscellaneous Functions:
-parametric equations
-piecewise functions
2.1 Coordinate Geometry:
-transformations and Symmetry
-conic Sections
-polar Coordinates
2.2 Three-dimensional Geometry:
-surface area and volume
-coordinates in three dimensions
-transformations and Symmetry
-conic Sections
-polar Coordinates
2.2 Three-dimensional Geometry:
-surface area and volume
-coordinates in three dimensions
3.1 Counting:
-Venn Diagrams
-multiplication rule
-factorial, permutations, combinations
3.2 Complex Numbers:
-imaginary numbers
-complex number arithmetic
-graphing complex numbers
3.3 Matrices:
-addition, subtraction, and scalar multiplication
-matrix multiplication
-determinants and inverse of square matrices
-solving systems of equations
3.4 Sequences and series:
-recursive sequences
-arithmetic sequences
-geometric sequences
-series
3.5 Vectors
-Venn Diagrams
-multiplication rule
-factorial, permutations, combinations
3.2 Complex Numbers:
-imaginary numbers
-complex number arithmetic
-graphing complex numbers
3.3 Matrices:
-addition, subtraction, and scalar multiplication
-matrix multiplication
-determinants and inverse of square matrices
-solving systems of equations
3.4 Sequences and series:
-recursive sequences
-arithmetic sequences
-geometric sequences
-series
3.5 Vectors
4.1 Data Analysis and Statistics:
-measures and regression
4.2 Probability:
-independent events
-mutually exclusive events
-measures and regression
4.2 Probability:
-independent events
-mutually exclusive events
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