Showing that a Linear Transformation is a Linear Combination
In this exercise we have given a linear transformation and we need to show, that it is a linear combination of some basis vectors. This can be done by calculating the transformation matrix in respect to the same basis.
ā° Timeline 00:00 Exercise 00:20 Task one explanation 01:38 Gaussian elimination 02:27 Second task explanation 03:49 Conclusion
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