Prove that if T : V V is a linear transformation, thenT(1v1 + 2v2 + ... + nvn) = 1T(v1)
Chapter 15, Problem 15.27(choose chapter or problem)
Prove that if T : V V is a linear transformation, thenT(1v1 + 2v2 + ... + nvn) = 1T(v1) + 2T(v2) + ... + nT(vn),where v1, v2,..., vn V and 1, 2,...,n R.
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