Page 51 - Charles F. Brush 2021-2022 Course Desc. Book
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Algebra 1 9 grade
Course Number: 3120 Full Year 1 Credit
Prerequisite: None
This college preparatory course will focus on the Mathematics Standards. The topics will include linear,
exponential and quadratic function, and the mathematical modeling of data for all said functions.
Students will understand and classify numeral patterns as arithmetic and geometric sequences,
graphing, and solving systems of linear equations and inequalities. Topics in number theory will include
the properties of real and imaginary number values. Students will obtain a strong understanding of
polynomial operations including factoring quadratics. (TI-30 scientific calculator is required for this
course.) A standardized End-of-Course exam, mandated by the State of Ohio is required for this
course.
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EOC Algebra 9 10 , 11 , 12
Course Number: 3120EOC 1/2 year .50
Prerequisite: ***By selection
This course will aid students to further those skills necessary to pass the Algebra EOC (End of Course
Exam). The exam will be given in December or April. Included in the exam are the common core Algebra
standards. The standards include: problem solving, working with numbers, expressions and
operations, systems of equations, domain and range, understanding the characteristics of a function, writing
and solving linear functions, equations and inequalities, representing and solving quadratic functions and
equations, and making generalizations about data and distributions. Technology support is the IXL
program. Released test questions from the state are used as a reference to teach the level of difficulty and
rigor to students.
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Geometry 10 , or 11th grade
Course Number: 3125 Full Year 1 Credit
Prerequisite: Algebra 1 (proficient score on Algebra 1 AIR test) or Algebra 2
This college preparatory course will focus on Mathematical Standards. The topics will cover a wide range
of geometrical foundations such as constructions, theorems, postulates, properties and proofs. The initial
content will revolve around points, lines, planes and transformations in the coordinate plane. This content
will build to application problems of two-dimensional and three-dimensional shapes in the real world. The
next main content will take an in-depth look at triangles such as properties of congruence and similarity
within the coordinate plane, and trigonometry application problems. From there, the course studies
quadrilaterals by categorizing them and analyzing their unique properties. The last geometric figure that
will be studied is circles. This topic will look at properties of circles, along with deriving equations of, and
applying arc length and area of a sector to real world applications. The course will conclude with data
analysis using compound probabilities, permutations and combinations. Technology support will take the
form of Savvas Realize. (TI-30 scientific calculator required for this course).
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