2012-13 upper school course description book - University Liggett ...
2012-13 upper school course description book - University Liggett ...
2012-13 upper school course description book - University Liggett ...
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MATHEMATICS<br />
The mathematics department at <strong>University</strong> <strong>Liggett</strong> School provides a challenging, academic program<br />
through a comprehensive and developmentally appropriate curriculum. All students are encouraged to<br />
learn mathematical concepts and procedures with understanding, building on prior knowledge and<br />
experience. We offer differentiated instruction at all grade levels. Calculators are used to enhance and<br />
stimulate learning; however, they do not replace the need for mastery of basic computational skills.<br />
The Upper School focuses on preparing students with the necessary mathematical foundation for their<br />
future endeavors. Problem solving and critical thinking skill development are continued and the use of<br />
higher-ordered thinking skills is developed as more complex mathematical tasks are presented. Students<br />
must successfully complete two years of algebra and one year of geometry in order to fulfill the<br />
graduation requirement. However, most students enroll in advanced electives, recognizing that a solid<br />
mathematics background with good reasoning skills will enhance their opportunities and options in this<br />
ever-changing world.<br />
Algebra I<br />
Full year, one credit<br />
This <strong>course</strong> is designed for students who have had minimal exposure to the topics of algebra. Emphasis<br />
is placed on the extension of basic algebraic concepts, and students are encouraged to apply their<br />
understanding to problems and systems that can be modeled mathematically. Topics of study include<br />
operations with polynomials, linear equations and inequalities, systems of equations and inequalities,<br />
polynomial expressions and equations, properties of exponents, graphs, and functions. A TI-83 or 84<br />
graphing calculator is required.<br />
Prentice Hall Mathematics: Algebra 1 (2004) ISBN 0-<strong>13</strong>-052316-X<br />
by Bellman, Bragg, Charles, Handlin, Kennedy<br />
Algebra I Accelerated<br />
Full year, one credit<br />
This <strong>course</strong> is designed for students who have had an introduction to algebra. Emphasis is placed on the<br />
extension of basic algebraic concepts, and students are encouraged to apply their understanding to<br />
problems and systems that can be modeled mathematically. Topics of study include operations with<br />
polynomials, linear equations and inequalities, systems of equations and inequalities, polynomials,<br />
rational expressions and equations, radical expressions and equations, properties of exponents and<br />
exponential equations, graphs, and functions. A TI-83 or 84 graphing calculator is required.<br />
Prentice Hall Mathematics: Algebra 1 (2004) ISBN 0-<strong>13</strong>-052316-X<br />
by Bellman, Bragg, Charles, Handlin, Kennedy<br />
Geometry<br />
Prerequisite: Algebra I<br />
Full year, one credit<br />
This required <strong>course</strong> introduces students to a deductive system built on the rules of logic. Understanding<br />
of concepts is enhanced through analytic problem solving, including coordinate geometry. Throughout<br />
the <strong>course</strong>, emphasis is placed on the connection between geometry and algebra. Characteristics and the<br />
interrelationships of geometric figures such as points, lines, planes, segments, angles, polygons, circles<br />
and solids are explored. Topics of study include parallel and perpendicular lines, congruence, similarity,<br />
basic trigonometry, area and volume. A TI-83 or 84 graphing calculator is required.<br />
Geometry: Reasoning, Measuring, Applying (2004) ISBN 0-618-25022-0<br />
by Larson, Boswell, Stiff<br />
McDougall Littell Publishers<br />
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