Let f be the continuous function defined on [-4,3] whose graph, consisting of three line segments and semicircle centered at the origin_ is given above Let g be the function given by g(x) = f() dt , Find the values of g(2) and g(-2) (1.0) (b) For each of g'(-3) and g"(-3) , find the value Or state that it docs not exist Find the coordinate Of each point at which the gruph , of g has horizontal tangent line For cach Griph ol f of thiese points, determine whether & hus relative minimum relative HLX IMIUII , Or ncitiler minimun) nOr maximum at the point _ Justify your answers (d) For 0<} find al values of for which the graph of g has point of inflectionExplain your [exsoning:



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