Students can expect to explore the relationships of real numbers and variables. They will communicate these relationships and functions symbolically with open sentences and graphically with charts and graphs. The main topic of term 1 will be linear equations and inequalities. Term 2 will develop linear relationships further and explore exponential and parabolic functions. Later lessons will apply these topics to real world situations using triangles and radicals. Probability and statistics may be addressed more in depth if time allows.
The purpose of this course is to introduce students to algebra and geometry and to develop critical thinking skills using mathematics. Areas studied include expressions and equations, linear functions, polynomials and nonlinear functions, radical and rational functions, and data analysis.
Algebra explores different relationships between values we know(numbers) and values we don't know(variables). There are many ways we can look at these relationships. We will meet them symbolically with equations and inequalities as well as visually with graphs. Thus we will learn the names and faces of linear, exponential and parabolic functions. Later chapters will introduce us to similar triangles and trigonometry. Probability and Statistics may be addressed in greater depth if time allows.
The purpose of this course is to introduce students to algebra and to develop critical thinking skills using mathematics. Areas studied include algebra and integers, algebra and rational numbers, linear equations, inequalities, and functions, and applying algebra to geometry.
The purpose of this course is to introduce students to algebra and to develop critical thinking skills using mathematics. Areas studied include algebra and integers, algebra and rational numbers, linear equations, inequalities, and functions, and applying algebra to geometry.
This course introduces students to the higher concepts of numerical, equations, simple geometry and statistics and graphical properties. The course also primes their understanding for the complete array of algebraic manipulations. Concepts, underlying vocabulary, theoretical instantiations and real world examples are all generously provided to enrich the student’s comprehension, application and appreciation of pre-algebraic manipulations. Homework spanning a wide range of complexity is offered, exercising both mathematical skills and more importantly, the analytical mental faculties. The subject material is based upon English language texts, materials and curriculum.
This course introduces students to the higher concepts of numerical equations, simple geometry, statistics and graphical properties. Concepts, underlying vocabulary, theoretical instantiations and real world examples are all generously provided to enrich the student’s comprehension, application and appreciation of algebraic manipulations. Homework spanning a wide range of complexity is offered, exercising both mathematical skills and more importantly, the analytical mental faculties. Students can expect to explore the relationships of real numbers and variables. They will communicate these relationships and functions symbolically with open sentences and graphically with charts and graphs. The main topic of the first term will be linear equations and inequalities. The second term will develop linear relationships further and explore exponential and parabolic functions. Later lessons apply these topics to real world situations using triangles and radicals. Probability and statistics are also addressed more in depth.
The subject material is based upon English language texts, materials and curriculum.
This course introduces students to the higher concepts of numerical equations, simple geometry, statistics and graphical properties. Concepts, underlying vocabulary, theoretical instantiations and real world examples are all generously provided to enrich the student’s comprehension, application and appreciation of algebraic manipulations. Homework spanning a wide range of complexity is offered, exercising both mathematical skills and more importantly, the analytical mental faculties. Students can expect to explore the relationships of real numbers and variables. They will communicate these relationships and functions symbolically with open sentences and graphically with charts and graphs. The main topic of the first term will be linear equations and inequalities. The second term will develop linear relationships further and explore exponential and parabolic functions. Later lessons apply these topics to real world situations using triangles and radicals. Probability and statistics are also addressed more in depth.
The subject material is based upon English language texts, materials and curriculum.
This course introduces students to the higher concepts of numerical equations, simple geometry, statistics and graphical properties. Concepts, underlying vocabulary, theoretical instantiations and real world examples are all generously provided to enrich the student’s comprehension, application and appreciation of algebraic manipulations. Homework spanning a wide range of complexity is offered, exercising both mathematical skills and more importantly, the analytical mental faculties. Students can expect to explore the relationships of real numbers and variables. They will communicate these relationships and functions symbolically with open sentences and graphically with charts and graphs. The main topic of the first term will be linear equations and inequalities. The second term will develop linear relationships further and explore exponential and parabolic functions. Later lessons apply these topics to real world situations using triangles and radicals. Probability and statistics are also addressed more in depth.
The subject material is based upon English language texts, materials and curriculum.
Students can expect to explore the relationships of real numbers and variables. They will communicate these relationships and functions symbolically with open sentences and graphically with charts and graphs. The main topic of term 1 will be linear equations and inequalities. Term 2 will develop linear relationships further and explore exponential and parabolic functions. Later lessons will apply these topics to real world situations using triangles and radicals. Probability and statistics may be addressed more in depth if time allows.