Let T:V⟶V be a linear transformation of a vector space V into itself, and let λ be a scalar. Prove that {v∈V:T(v)=λv}
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Let T:V⟶V be a linear transformation of a vector space V into itself, and let λ be a scalar. Prove that {v∈V:T(v)=λv}
Let T:V⟶V be a linear transformation of a vector space V into itself, and let λ be a scalar. Prove that {v∈V:T(v)=λv}
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