Covers logic, mathematical systems, algebra, polynomials, graphing transformations, geometry, triangles, trigonometry, and probability
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Doug French graduated from the University of Virginia and has been working as a teacher, writer, editor, and course developer with The Princeton Review since 1991. He has taught classes for the PSAT, SAT, LSAT, GMAT, and GRE in the U.S., Europe, and Asia, and he has tutored math students in everything from fifth-grade arithmetic to BC calculus.
through your textbook to study and complete homework assignments has become a frustrating grind, then get ready for a smooth ride to higher test scores and outstanding grades with The Princeton Review's High School Math II Review.
We tell it to you straight, thoroughly explaining the important topics you'll need to understand to prepare for quizzes and tests, complete homework assignments effectively, and earn higher grades. We've carefully examined math textbooks just like yours to make sure that this book includes all the material essential to a thorough review. In this guide, we cover:
*Logic
*Mathematical Systems
*Algebra and Polynomials
*Graphing
*Transformations
*Coordinate Geometry
*Triangles
*Quadrilaterals and Other Polygons
*Geometric Proofs
*Introduction to Trigonometry
*Locus and Constructions
*Permutations and Combinations
*Probability
And since practicing y
through your textbook to study and complete homework assignments has become a frustrating grind, then get ready for a smooth ride to higher test scores and outstanding grades with The Princeton Review's High School Math II Review.
We tell it to you straight, thoroughly explaining the important topics you'll need to understand to prepare for quizzes and tests, complete homework assignments effectively, and earn higher grades. We've carefully examined math textbooks just like yours to make sure that this book includes all the material essential to a thorough review. In this guide, we cover:
*Logic
*Mathematical Systems
*Algebra and Polynomials
*Graphing
*Transformations
*Coordinate Geometry
*Triangles
*Quadrilaterals and Other Polygons
*Geometric Proofs
*Introduction to Trigonometry
*Locus and Constructions
*Permutations and Combinations
*Probability
And since practicing y
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