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Describe the transformations of a quadratic function

Determine the effect of translations, reflections, and dilations on quadratic functions and their graphs. Based on CommonCore standard and TEKS Algebra I standard 7C, grade 9

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  1. The graph of y = f (x) is translated 2 units up. What function represents the new graph?
  2. The graph of f (x)=x² is translated 2 units to the right. What is the vertex of the new graph?
  3. The graph of f (x)= 2x² is reflected over the x–axis. What is the new graph’s axis of symmetry?
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