Section outline
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Students mustMark as done
Let A be an n×n matrix. A scalar λ is called an eigenvalue of A if the equation Ax=λx has a nonzero solution x. Such a nonzero solution x is called an eigenvector corresponding to the eigenvalue λ.
- To introduce eigenvalues and eigenvectors
- To learn about their physical meaning
- Compute eigenvalues and eigenvectors
Taking class using the PPT slide and provide the PDF file of this lecture. Also, provide the relevant video tutorial on this topic. Try to engage the students to give some tasks in a group or individual. At the end of the class must have a question & answer session.
- To evaluate eigenvalues
- To compute eigenvectors
- To diagonals a matrix
- To give a physical interpretation to all these
Questioning-answering, the group or individual classwork, assigning home tasks related to class content.
- Lecture Note (PDF)on This Topic.
- PowerPoint Slide on This Lecture.
- Video Tutorial on This Topic.
- Q & A Forum
- Adaptive or Self Learning Activity.
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Students mustMark as done
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Students mustView
Dear Students,
In this section, you can share your opinion or problem with this topic. Also, for how much you have learned about this topic, I will provide some questions and you will give your feedback.
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