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Name:Date:School:Facilitator:3.07 Vertex Form of Quadratic FunctionsPart 1Answer questions 1-4. For each function, identify the vertex, domain, range, and axis ofsymmetry.Answer yes or no to whether there is a vertical stretch, vertical compression, orreflection over the x-axis. Then, choose the correct graph for each function from the choicesbelow.You will not use all of the graphs.Graphs(A)(B)(C)(D)(E)(F)
Graphs
Graphs(G)(H)(I)1.y=(x+ 4)2– 4Vertex: (-4,-4)Domain:all real numbersRange:y≤4Axis of Symmetry:x=4Vertical stretch:noVertical compression:noGraph:dReflection over thex-axis:yesSecond Point: (-2,-8)Show work for the second point here:
2.y= 3(x– 1)2Vertex: (,)Domain:Range:Axis of Symmetry:x=Vertical stretch:Vertical compression:Graph:Reflection over thex-axis:Second Point: (,)Show work for the second point here:3.f(x) = 2(x+ 3)2– 4Vertex: (-3,-4)Domain:all real numbersRange:y≥3Axis of Symmetry:x= -3Vertical stretch:yesVertical compression:noGraph:

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Term
Spring
Professor
abby
Tags
Quadratic equation, Show work, Use GeoGebra, Vertex

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