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Find the Function y=∣x∣y = | x | The Graph Is Shifted Down 4 Units, Reflected About the After

Question 301

Multiple Choice

Find the function.
-Find the function that is finally graphed after the following transformations are applied to the graph of y=∣x∣y = | x | The graph is shifted down 4 units, reflected about the y-axis, and finally shifted left 6 units. A) y=∣−x−6∣+4y = | - x - 6 | + 4
B) y=−∣x+6∣−4y = - | x + 6 | - 4
C) y=∣−x−6∣−4y = | - x - 6 | - 4
D) y=∣−x+6∣+4y = | - x + 6 | + 4

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