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Question: supposehle 3 en then xnidentity matrix and...

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. Suppose/h-le, 3 .., en] İŞ then xnidentity matrix and x is in Rn. Which of the below is not true? · T is linear if and only if T(cu + dv) = cT(u) + dT(v) for any u, v B. T: Rn → Rm is linear if and only if Tis a matrix C. Matrix A in choice B is called the standard matrix of the D. A rotation transformation in R2 is not a linear E. The identity transformation T(x)=xīs linear and its in the domain of T and any scalarse, d. transformation, that is, there exists an rn × n matrixA such that T:x Ax for all x in Rn linear transformation T and it is uniquely defined as A = [T(e.) T(e2) T(en). transformation. standard matrix A = In.
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