Course Description:
The focus of this course is to use variable expressions and equations to solve problems. The study continues with graphing linear equations and solving problems through the use of Algebra and graphing their solutions with the ability to interpret the graph and data. The focus includes identifying systems, functions, and relationships in order to solve problems so that one element is a function of another.
Textbooks and Materials:
Big Ideas, Algebra, (2016)
Textbooks will be assigned to students. Online text and resources are also available.
Units/Course of Study:
Number Sense: operations with real numbers, GCF, LCM, estimation, computation, percentages, ratios and proportions, absolute value, exponential functions and scientific notation
Geometry: parallel lines, transversals and related angles, interior angles of triangle, scale factors, surface area, Pythagorean theorem, relationships of perimeter, area, and volume
Data/Probability: box and whisker plots, measure of central tendency, circle graphs, box plots, complementary events, independent and compound events
Algebra: algebraic expressions and inequalities, one, two and multi-step variable equations and inequalities, solve and graph linear inequalities, systems of linear equations and inequalities
Course Syllabus:
The focus of this course is to use variable expressions and equations to solve problems. The study continues with graphing linear equations and solving problems through the use of Algebra and graphing their solutions with the ability to interpret the graph and data. The focus includes identifying systems, functions, and relationships in order to solve problems so that one element is a function of another.
Textbooks and Materials:
Big Ideas, Algebra, (2016)
Textbooks will be assigned to students. Online text and resources are also available.
Units/Course of Study:
Number Sense: operations with real numbers, GCF, LCM, estimation, computation, percentages, ratios and proportions, absolute value, exponential functions and scientific notation
Geometry: parallel lines, transversals and related angles, interior angles of triangle, scale factors, surface area, Pythagorean theorem, relationships of perimeter, area, and volume
Data/Probability: box and whisker plots, measure of central tendency, circle graphs, box plots, complementary events, independent and compound events
Algebra: algebraic expressions and inequalities, one, two and multi-step variable equations and inequalities, solve and graph linear inequalities, systems of linear equations and inequalities
Course Syllabus:
Online Book Help: