Linear Algebra

Girls Only & ​All Genders Course;
​Prerequisite - Successful completion of AP® Calculus AB or equivalent; 
​Full Year Course

Through a wide variety of practical problems, conceptual questions, and visualizations, students learn how to think about vectors, the spaces in which vectors live, and linear mappings between those spaces. They develop powerful new ways of thinking mathematically and apply their new skills to solve a wide variety of problems from other fields, including computer graphics, economics, and population biology. This year-long course covers a typical one-semester college linear algebra curriculum, including matrix algebra, vector spaces, eigenvalues and eigenvectors, and applications to differential equations. Linear algebra is a required and very useful subject in college for many science and engineering majors, and it can be studied either before or after multivariable calculus. It’s a great fit for the student who has completed AP® Calculus AB or BC, who is passionate about a challenge to think in new ways, and who wants to see math applied to the real world.
"The inclusion of proofs has made me have to think more about logic, which is great. Also, the course regularly challenges me to move between thinking geometrically and algebraically."

Course Approval

​This course is approved by the NCAA.

One Schoolhouse is fully accredited with the Middle States Association of Colleges and Schools and the Western Association of Schools and Colleges through December 1, 2025; we are an approved online publisher for the University of California. 

Teachers at One Schoolhouse

​Teachers at One Schoolhouse are passionate about helping students flourish and thrive.
​With small sections (averaging 15 students), teachers inspire, encourage, and instill confidence in their students.
One Schoolhouse teachers are experts in their subject field. 94% of our teachers hold an advanced degree.
​Teachers are drawn from top independent schools across the country and participate in our extensive training on current research and best practices in online instruction methods.

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