Part 2. Sketch the graph of a function satisfying all the given conditions. . The domain of f is ( - co , + co ) . f ( -4) = -2 . x intercepts are -2, 0, 2, 4, and 6 . lim f(x) =0 x- -4 . lim f (x) =+ co x- -2- . lim f (x) = - 00 x- -2+ . lim f (x) =0 x-0- . lim f (x) =3 x-0+ . limf (x) = -5 x-4 . f is continuous at all real numbers except -4, -2, 0, and 4 ?You may use GeoGebra in defining your own function that satisfies the given conditions to sketch the graph and include the figure in the article. The graph should be in the center of a cartesian plane where the x axis and y axis have values from negative eight (-8) to positive eight (8). The gridlines should be removed but important values and asymptotes (if any) can be illustrated using dashed lines. All tick marks on the x axis and y axis should be labeled and have an interval of one (1) unit. The curve and points should have a plot size 5, and the size of the figure should not exceed 5 inches by 5 inches or 12.5 centimeters by 12.5 centimeters. Place all conditions for the graph of the function below the figure in two columns. Discuss each type of discontinuity in the given values for the last condition