1 point) The graph of the function y-9+(z + 26)2 can be obtained from the graph

Question

1 point) The graph of the function y-9+(z + 26)2 can be obtained from the graph of y 2 by a combination of two actions. First we (a) shift the graph of f(x) to the right 26 units; (b) shift the graph of f(x) to the left 26 units; (c) vertically stretch the graph of f(z) by a factor 26; (d) vertically shrink the graph of f(x) by a factor 26; Your answer is (input a, b, c, or d) Then we (e) shift the resulting graph upward 9 units (f) shift the resulting graph downward 9 units; (g) horizontally stretch the resulting graph by a factor 9; (h) horizontally shrink the resulting graph by a factor 9; Your answer is (input e, f, g, or h)

Explanation / Answer

using the rules of transformations:
the graph will be first shifted to left by 26 units
so answer for first one is option B

now since 9 is added to the function it means the graph will be moved upwards by 9 units
hence for second one the answer is option A

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