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Name the vertexwhich direction does the graph openfind the axis of symmetrygraphmax or min name the domain and range write on strandard form

Name the vertexwhich direction does the graph openfind the axis of symmetrygraphmax or min name the domain and range write on strandard form
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name the vertexwhich direction does the graph openfind the axis of symmetrygraphmax or min name the domain and range write on strandard form

User Josh Moore
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\begin{gathered} -(x-2)^2-4=-(x^2-4x+4)-4=-x^2+4x-8 \\ \text{vertex in x} \\ x=-(4)/(-2)=2 \\ \text{vertex in y} \\ y=-4+8-8=-4 \\ (2,-4) \\ \text{axis of symmetry } \\ x=2 \\ \text{max at x=2} \\ \text{Domain All real numbers} \\ \text{range (-}\infty,-4\rbrack \\ It\text{ opens downwards} \end{gathered}

User Farshad Jahanmanesh
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