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Although I used row reduction to solve the problem to find the values of h that output a linearly dependent set of vectors, you could have also taken the determinant of $$A$$ and when $$det{A}=0$$ the set is LD but when $$det{A}neq 0$$ the set is LI. I do not believe that this question is meant for determinants though based on the location of the question in the textbook i.e. you have not gotten there yet. Just food for thought…

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When a function has a one-dimensional input, but a multidimensional output, you can think of it as drawing a curve in space. About Khan Academy: Khan Academy offers practice exercises, instructional videos, and a personalized learning dashboard that empower learners to study at their own pace in and outside of the classroom. We tackle math,…

University Physics with Modern Physics lessons by JJtheTutor. Designed to teach students problem solving skills.

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Question source: “University Physics with Modern Physics by Hugh Young and Roger Freedman”

University Physics with Modern Physics lessons by JJtheTutor. Designed to teach students problem solving skills, test taking skills and how to understand the concepts.