Graph {𝒚=−\frac{𝟏}{2}(𝒙+𝟐)(𝒙−𝟔)}
{\bold a) }x-intercepts: _______ , _______
{\bold b)} vertex: {\Large (}_______,_______{\Large )} (the x-coordinate is the average of the x-intercepts)
{\bold c)} What is the end behavior of the function?
{\textit{as} \space x \rightarrow -\infty \space , y \space \rightarrow}_______
{\textit{as} \space x \rightarrow \infty \space , \space y \rightarrow }_______
{\bold d)} Over what interval is the function increasing? _______{\lt x \lt} _______
{\bold e)} Upload your graph below: _______ (leave this box empty)