代数 2 - 数学の 1 年間; アルフレッド教授による継続コース

Join our Algebra 2 online small group class and explore the fascinating world of algebraic concepts and equations. You can start anytime, with new sections beginning for the new school year. Each week, we'll cover exciting topics like quadratic equations, polynomial functions, logarithms, and more. Our experienced teacher will make it easy to understand, and you can engage in interactive sessions with peers. Whether you're a beginner or want to improve your algebraic skills, this class is for you. Get ready to embark on your algebraic journey whenever you're ready! 
Here is a list of the topics covered in the Algebra 2 online small group class:

Equations and Inequalities:

Solve equations and inequalities involving absolute value.
Solve linear inequalities.
Solve systems of linear equations and inequalities by substitution and with graphs.
Solve systems of linear equations and inequalities with matrices.
Solve systems of equations using graphing and substitution.
Solve systems of equations using elimination.
Linear Equations and Functions:
Graph and derive linear equations.

Solve linear programming problems.
Introduce parametric equations.
Use matrices to represent data.
Perform matrix multiplication.
Find the inverse of a matrix.
Solve systems of equations using matrices.
Quadratic Equations and Functions:
14. Introduction to quadratic functions.

Introduction to solving quadratic equations.
Factor quadratic expressions.
Complete the square.
Use the quadratic formula to solve equations.
Solve quadratic equations involving complex numbers.
Curve fitting with quadratic models.
Solve quadratic inequalities.
Explore exponential growth and decay.
Study exponential functions.
Learn about logarithmic functions and their properties.
Applications of common logarithms.
Introduction to the natural base.
Polynomial functions and their graphs.
Products and factors of polynomials.
Solve polynomial equations.
Explore zeros of polynomial functions.
Please note that this list is not exhaustive, and there may be additional topics and subtopics covered throughout the course.