Find the domain and codomain of T2 T1, and find (T2 T1)(x1, x2). T1(x, y) = (5x,

Question

Find the domain and codomain of T2 T1, and find (T2 T1)(x1, x2). T1(x, y) = (5x, 6y), T2(x, y) = (x - y, x + y) The domain and codomain of T2 T1 are R2, and (T2 T1)(x1, x2) = (5x1 + 6x2, 5x1 - 6x2) The domain and codomain of T2 T1 are R2, and (T2 T1)(x1, x2) = (5x1 - 6x2, 5x1 + 6x2) The domain and codomain of T2 T1 are R3, and (T2 T1)(x1, x2) = (5x1 - 5x2, 6x1 + 6x2) The domain and codomain of T2 T1 are R2, and (T2 T1)(x1, x2) = (5x1 - 5x2, 6x1 + 6x2) The domain and codomain of T2 T1 are R3, and (T2 T1)(x1, x2) = (5x1 - 6x2, 5x1 + 6x2) The domain and codomain of T2 T1 are R3, and (T2 T1)(x1,, x2) = (5x1 + 6x2, 5x1 - 6x2)

Explanation / Answer

T2 o T1 (x,y)=T2(5x,6y)= (5x-6y,5x+6y) Answer b)

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