New Course Announcement
Pre-Algebra
The Acellus® Pre-Algebra course is designed to strengthen students’ foundational math skills while introducing core algebraic and geometric concepts.
Course Duration: Full Year
Category: Middle School, High School, Mathematics
Grade Level: 8th – 9th Grade
Assessment: Lesson Practice, Unit Exams, Mid-Term Exam, Final Exam
Language: English
Pre Algebra Online Course
The Acellus Pre-Algebra course offers a thorough introduction to fundamental concepts in algebra and geometry, designed to prepare students for success in higher-level mathematics. The course covers essential topics such as integers, rational numbers, exponents, and real numbers, with a strong focus on operations and their use in algebraic expressions and equations. Students also study key geometry concepts, including the coordinate plane, geometric transformations, and measurement of two- and three-dimensional figures. Additionally, students will learn about proportions, percentages, data analysis, probability, and functions, leading to an introduction to polynomials. Through video-based lessons and interactive pre algebra problems, students develop critical thinking and foundational math skills necessary for future academic achievement in mathematics.
Video-based Lessons
These video based lesson are accessible and can be rewatched, making them a flexible learning option.
Interactive Practice Questions
The Pre-Algebra problems offers an engaging and effective way to learn, helping students deepen their knowledge and develop essential academic skills.
Pre Algebra Problems
By the end of the Acellus Pre-Algebra course, students will have developed a strong foundation in core mathematical concepts that prepare them for Algebra I and other advanced math courses. They will gain fluency in working with integers, exponents, and algebraic expressions, enabling them to solve both simple and multi-step equations and inequalities. Through the study of proportions, percentages, and functions, students will learn to apply mathematical reasoning to real-world scenarios. Throughout the course, they will engage in hands-on problem-solving, strengthen their analytical thinking skills, and build the confidence needed for success in higher-level mathematics.