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The question did ask "derive the matrix associated with this transformation." So I'm going to agree with you both :)
well hold on now
that is a mapping (a one-to-one mapping) so that would bin fact be a function!
given the information so was I...
but now I'm pretty sure it's a function
Is this the answer you got from the above problem, or...?
Okay, let me post the question to clarify: "Using the definition of linearity, verify that the following permute function, f, is a linear transformation"
But then it asks me to derive a matrix. So lets say I do derive a matrix, I multiple the vector [x1, x2, x3] with the matrix, shouldn't I get [x2, x3, x1], which is the image I posted earlier?
the matrix that you derived, you got through using your permute function?
The above image was given by the question. It looks like a vector, which is why I'm confused. I don't if it is F(x) equaling to a resulting vector or if that image indeed is the matrix it is asking me to derive.
hm... Now I'm completely unsure as well!
sorry, I think you may have to try your luck with this question again :/