| TÃtulo : | SAT math | | Tipo de documento: | texto impreso | | Autores: | Rhee, Yeon, Autor | | Mención de edición: | 1st ed | | Editorial: | [McLean, VA] : Solomon Academy | | Fecha de publicación: | c2014 | | Número de páginas: | 397 p.: ill. | | Dimensiones: | 28 cm. | | ISBN/ISSN/DL: | 978-1-4947-8840-7 | | Idioma : | Inglés | | Palabras clave: | EducationUSA Examinations Study guides | | Clasificación: | 510 Mathematics | | Nota de contenido: | Simplifying numerical expressions -- Simplifying and evaluating algebraic expressions -- Properties of exponents -- Solving equations and word problems -- Solving absolute value equations and radical equations -- Solving inequalities and compound inequalities -- Solving absolute value inequalities -- Fractions, ratios, rates, and proportions -- Linear equations -- Solving systems of linear equations -- Quadratic functions and quadratic equations -- Direct variation and inverse variation -- Classifying angles -- Types and theorems of triangles -- Pythagorean theorem and special right triangles -- Properties and areas of quadrilaterals -- Similar polygons -- Properties and theorems of circles -Patterns and data analysis -- Counting and probability. |
SAT math [texto impreso] / Rhee, Yeon, Autor . - 1st ed . - [McLean, VA] : Solomon Academy, c2014 . - 397 p.: ill. ; 28 cm. ISBN : 978-1-4947-8840-7 Idioma : Inglés | Palabras clave: | EducationUSA Examinations Study guides | | Clasificación: | 510 Mathematics | | Nota de contenido: | Simplifying numerical expressions -- Simplifying and evaluating algebraic expressions -- Properties of exponents -- Solving equations and word problems -- Solving absolute value equations and radical equations -- Solving inequalities and compound inequalities -- Solving absolute value inequalities -- Fractions, ratios, rates, and proportions -- Linear equations -- Solving systems of linear equations -- Quadratic functions and quadratic equations -- Direct variation and inverse variation -- Classifying angles -- Types and theorems of triangles -- Pythagorean theorem and special right triangles -- Properties and areas of quadrilaterals -- Similar polygons -- Properties and theorems of circles -Patterns and data analysis -- Counting and probability. |
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