Follow the "Four-Step method of graphing a piecewise defined function" to graph the f(x). [Refer to the canvas notes for these steps] Label the coordinates of the end points of each piece and indicate if the point is to be included or excluded from the curve by drawing either a solid circle [if point is included in the graph] and an open circle [if the point is not included in the graph] about the end point. f(x) fixe if if x < 2 X >2.

7. If a point A(-2, 8) is on the graph of a function f, find the corresponding given point of the function: y=f(x+5) - 3.

Identify the correct graph for the following function: f(x)=-=(x-2)²-2 ● O O 1. ta f 17 17 17 A जन र .. ... A ..

3) make a table of values representing the following function when x ranges prom -2 to 3 braw the graph. 1. y=x+3 f (x) = 2x+1

Graph the piecewise function, translate down three units then and analyze its key features. { -2x + 2 if x > -21 5x + 6 if x < -2 J 7. [Equation] f(x)=