Math, asked by basujunior1, 3 months ago

give an example of two distinct linear operator on the same vector space which have same kernel and image

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Answered by gautampathak2012

Step-by-step explanation:

Take two maps R→R, the first being multiplication by 1 and the second being multiplication by 2. The maps have the same kernel {0} and the same image R but are clearly not the same map

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give an example of two distinct linear operator on the same vector space which have same kernel and image​

Answers

give an example of two distinct linear operator on the same vector space which have same kernel and image