Show all your work. 1) Show the transformations of the function by graphing and explain 2) Find x and y intercepts, and show your work. 3) Find zeros and use vertex form to nd the vertex. 4) Find the axis of symmetry 5) What is the maximum or minimum value Use the example below to help answer the questions. Find the vertex. the axis of symmetry. the direCtion of opening. x-intercept(s) and the y-intercept for the graph of the quadratic relation. State the mapping rule. '9. 1 Vertex fonn: Vertex. \" y=a(xp)2+q . .. . a = l Merticai compresses by . . 2 factor or II'IZ. Opens up : .- . "-' '. ': \"i u a -. -. P = 5 Right by 5 ' - ' q = 2 Dawn by 2 1 . _ r:_ ._.5 _2 _- ' 2\" T .1: - intercepts : l T 0= 5*2 2(x ) Multiply by C.D. 2 o = (x 5): 4 (X 5): = 4 y - intercept: * I 1 "' xH5==t2 v=05'2 ' 2( ) Vertex: (5.2) x=52t2 l .v = (25)2 . . x = 3&x = '7 2 Axm 0t Syn'u'nctry: _v =12.52 x=5 y = 10.5 Opens: up