Linear Algebra

  • Regular course
  • Mathematics
  • Credit1.0
  • G10
  • G11

Grade Level

Grade 10-11

Teacher Info

Mr. Aidin Jalilzadeh

Ph.D. in Applied Mathematics, taught at the University of Nottingham, Ningbo, China
More than 16 years of teaching experience in high school math subjects Highly praised by students and parents

Mr. AJ has been educator for over 10 years. He received all his degrees (BSc, MSc, PhD) in applied mathematics from the University of Otago in New Zealand. Mr. AJ has taught a variety of subjects to freshmen college students as well as offering private (online) tuition to senior level high school students.
Mr AJ’s teaching philosophy is to present math and the related topics in a simple and plain language avoiding unnecessary jargon or complex wording. He expects the students to be also able to explain what they have learned in an easy, simple language; in fact, that is how he is assured that his students have not just learned, but also understood the underlying concepts. Deep understanding is key to success in math-like subjects.

Course Syllabus(For Reference Only)

Linear Algebra is a high school mathematics course that introduces students to the fundamental concepts of vector spaces, matrices, and linear transformations. This course covers key topics such as systems of linear equations, vector operations, matrix algebra, determinants, eigenvalues and eigenvectors, and orthogonality. Students will learn to apply these concepts to solve real-world problems, enhance their analytical thinking skills, and understand the geometric interpretations of linear algebra. Through theoretical exploration and practical application, this course prepares students for advanced studies in mathematics, engineering, physics, and computer science.
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