Quadratic Characteristics {Review}

Master quadratic graph characteristics and transformations!

Key Characteristics of the Quadratic Graphs Watch any or all of the videos, if necessary, to refresh yourself on this content. There are 6 blanks to fill-in for each graph. Following the directions to complete the task. Short answer questions. Answer the following questions. Make sure the answers are in the correct formating. If necessary, use the "special characters" option to access additional math font. {Looks like the horseshoe.} Hint: Think symmetry of the y-values. The axis of symmetry goes through the vertex. Given f(x) is the quadratic parent function and y is the transformed function, describe all the transformations. Then, evaluate the function at x = -5. Given f(x) is the quadratic parent function and y is the transformed function, describe all the transformations. Then, evaluate the function at x = 2. Given f(x) = x2 is the quadratic parent function, create a new function, g(x), with the following transformations:*Vertical compression (shrink) by 1 right by 5*Translated down by 2Then, evaluate g(1) Match the information that pertains to the given function. Given f(x) = 1 ( x + 4 )2 -16 g(x)= -2 ( x + 2)2 + 32 answer the following Match Questions f(x) is vertically translated down g(x) is vertically translated up f(-6) = -15 g(-6) = 0 f(x) is horizontally translated left g(x)'s vertex is a maximum