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Linear Transformations: Find where T maps standard basis vector | Linear Algebra
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What is a linear transformation? You can think of it as a function from one space to another, that has a special property of being linear. In our case the linear transformation maps from 2022-dimensional space to 2-dimensional space (the plane). We're given two pieces of information about where our transformation takes linear combinations of basis vectors and we need to find where it takes e_2, the second standard basis vector. I explain what linear means and how to find T(e_2) .
If you found this video helpful, check out my other videos on linear algebra:
Good luck with your studying :)
If you found this video helpful, check out my other videos on linear algebra:
Good luck with your studying :)
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