2 Let T₁: P₂ → R² and T₂: R² → R2x2 be linear transformations defined as follows. Ti (az² + bx + c) = [a+b] ¹([2])-[ (T₂0 T₁) (2x² + 4x + 5) = 5х1 2x1 -9x2 -8x2 [ Ex: 42

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4. Describe the transformations of y=-2f[3(x– 4)]–5.

2 [1], 0₂ = [1] · ₁ = [3], and y₂ = [¯ ] - 5 6 R² be a linear transformation that maps e₁ into y₁ and 19. Let e₁ = T: R² maps e2 into y2. Find the images of [3] -3 and [2]. x2 and let