Asked by Linear Algebra
Hello, can anyone give me some help with these excersises?
1. Give an example of a linear transformation that is injective but not surjective
2. Give an example of a linear transformation which kernel is not only the indentity element (Ov)
I really don't know how to make it, Please help
1. Give an example of a linear transformation that is injective but not surjective
2. Give an example of a linear transformation which kernel is not only the indentity element (Ov)
I really don't know how to make it, Please help
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