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Mission, Vision, Competencies, Standards, and Benchmarks

A Statement of Curriculum CINCINNATI HILLS CHRISTIAN ACADEMY Edyth B. Lindner Campus Otto Armleder Memorial Education Center Founders’ Campus Martha S. Lindner Campus 2019 Edition

A Statement of Curriculum

CINCINNATI HILLS CHRISTIAN ACADEMY

Edyth B. Lindner Campus
Otto Armleder Memorial Education Center
Founders’ Campus
Martha S. Lindner Campus

2019 Edition

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Algebra II <strong>and</strong> Algebra II VT<br />

Within the <strong>St<strong>and</strong>ards</strong> of Mathematical Practice K-12<br />

‣ Be mathematical problem solvers.<br />

‣ Reason <strong>and</strong> construct mathematical arguments.<br />

‣ Communicate mathematically.<br />

‣ See connections both within mathematics <strong>and</strong> to other subject areas.<br />

‣ Look for <strong>and</strong> make use of structure <strong>and</strong> patterns.<br />

See God’s orderliness <strong>and</strong> mystery reflected in mathematics<br />

‣ Use mathematics to organize <strong>and</strong> underst<strong>and</strong> in a finite way the<br />

vastness <strong>and</strong> mystery of God <strong>and</strong> His creation.<br />

Modeling<br />

‣ Analyze characteristics of quadratic <strong>and</strong> polynomial functions<br />

such as relative extrema, domain, range, zeros, increasing <strong>and</strong><br />

decreasing regions, <strong>and</strong> intersections of functions. These<br />

characteristics are also applied to real world applications.<br />

Functions<br />

‣ Graph piecewise defined, quadratic, <strong>and</strong> trigonometric functions using<br />

transformations.<br />

‣ Underst<strong>and</strong> <strong>and</strong> use the unit circle in the coordinate plane to<br />

define the sine, cosine, <strong>and</strong> tangent functions.<br />

Algebra<br />

‣ Solve quadratic, polynomial, radical <strong>and</strong> rational equations <strong>and</strong><br />

inequalities using by using symbolic manipulation methods.<br />

Number <strong>and</strong> Quantities<br />

‣ Apply the properties of complex numbers to the solutions of quadratic <strong>and</strong> polynomial<br />

equations.<br />

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