1
answer
0
watching
82
views
12 Nov 2019
Let the linear transformation A map the vectors v^vector and w^vector as follows: A(v^vector) = -2 v^vector - 4 w^vector A(w^vector) = -3 v^vector - 2 w^vector What is the image of the vector u^vector = v^vector + 5w^vector? A(v^vector) = ____ (in the form a middot u + b middot w)
Let the linear transformation A map the vectors v^vector and w^vector as follows: A(v^vector) = -2 v^vector - 4 w^vector A(w^vector) = -3 v^vector - 2 w^vector What is the image of the vector u^vector = v^vector + 5w^vector? A(v^vector) = ____ (in the form a middot u + b middot w)
Deanna HettingerLv2
12 Nov 2019