Find the matrix associated with the following linear transformation:
T: R^3 -> R^2
given by
T(x,y)^T = (x+y, x-y; 3y)^T , where ^T is transposed.
How do I do this?
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Find the matrix associated with the following linear transformation:
T: R^3 -> R^2
given by
T(x,y)^T = (x+y, x-y; 3y)^T , where ^T is transposed.
How do I do this?
Did you mean?
So you need a matrix A that satisfies:
Does that make things easier?
No it is not R^3--> R^2? I attached the file, it's number 4.aQuote:
Originally Posted by scorpion007
Did you mean
So you need a matrix A that satisfies:
Does that make things easier?
Maybe it is a typo?
