Question

properties of algebra of linear transformation​

Answer 1

Step-by-step explanation:

A more general property is that linear transformations preserve linear combinations. For example, if v is a certain linear combination of other vectors s, t, and u, say v = 3s+5t−2u, then T(v) is the same linear combination of the images of those vectors, that is T(v) = 3T(s)+5T(t) − 2T(u).

Answer 2

Answer:

A more general property is that linear transformations preserve linear combinations. For example, if v is a certain linear combination of other vectors s, t, and u, say v = 3s+5t−2u, then T(v) is the same linear combination of the images of those vectors, that is T(v) = 3T(s)+5T(t) − 2T(u).