1. Consider the following transformations on parent function f(x) = y = A(x) which shifts 3 units left; y = B(x) which shifts the graph down by 2 unitsy = C(x) which reflects a graph over the x-axisy= D(x) which stretches the function vertically by a factor of 5A. For each transformation above, write as a function of x.B. For each of the following six compositions, on graph paper, sketch/label the parent, and then on the same pair of axes, sketch/label each intermediate function, with its equation, as well as the final composition. (i) A then B then C; (ii) C then B then C ; (iii) D then C then D; (iv) B then D then B; (v) D then B then D; (vi) B then C then B
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