If the xy-plane is overlaid on the figure such that the tee corresponds to the origin and each unit in the plane represents 1 meter, then the height of the ball above ground can be modeled by the quadratic function p, where p (x) is the height of the ball, in meters, above level ground and x is the horizontal distance from the tee. Which of the following correctly defines the function p? 20 p(x)%3D 652 (x+65)2 - 20 A p(x) = 5 (x+20)2 - 65 B 202 p (x) = - 20 (x - (x– 652 65) + 20 C p (x) = - 5 (x 20 (-20) + 65
If the xy-plane is overlaid on the figure such that the tee corresponds to the origin and each unit in the plane represents 1 meter, then the height of the ball above ground can be modeled by the quadratic function p, where p (x) is the height of the ball, in meters, above level ground and x is the horizontal distance from the tee. Which of the following correctly defines the function p? 20 p(x)%3D 652 (x+65)2 - 20 A p(x) = 5 (x+20)2 - 65 B 202 p (x) = - 20 (x - (x– 652 65) + 20 C p (x) = - 5 (x 20 (-20) + 65
Chapter9: Quadratic Equations And Functions
Section9.7: Graph Quadratic Functions Using Transformations
Problem 9.125TI: Write the quadratic function in f(x)=a(xh)2+k form whose graph is shown.
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