Dol Quadratic Transformations

Describe the transformation in your own words, what happened to the graph? Did it go left, right, reflected across the x-axis or y-axis? Did it go up or down?

Vertex form $$a\left(x-h\right)+k$$

a = ​ (a)   h =​ (b)   k = ​ (c)  

g(x) = ​ (d)  

Quadratic Parent Function is $$f\left(x\right)=x^2$$

Graph both functions, look at the second graph

The parent function, f(x), is transformed so that it maps into g(x). Which equation would correctly represent g(x)?

Label the graphs with the correct transformation compared to the parent function $$f\left(x\right)=x^2$$

Label how each number transforms the function

"b" causes the parabola to horizontally ​ (a)   when $$b>1$$ .