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Consider the given function ? (x) = -3(x -2) + 12. (a) Determine whether the graph of the parabola opens upward or downward. (b) Identify
Consider the given function ? (x) = -3(x -2) + 12. (a) Determine whether the graph of the parabola opens upward or downward. (b) Identify the vertex. (c) Determine the x-intercept(s). (d) Determine the y-intercept(s) . (e) Sketch the function. (f) Determine the axis of symmetry. (g) Determine the minimum or maximum value of the function. (h) Write the domain and range in interval notation. Write your answers in exact form.Determine whether the intermediate value theorem guarantees that the function has a zero on the given interval, d (x ) = 28 -87 - 8x+3 (a) [1, 2] (b) [2, 3] (c) [3. 4] (6) [4. 3] Parte: Parte 1 De 4 (a) The intermediate value theorem (Elegir una opcion) | guarantee that the function has a zero on the interval [ 1, 2]. does X does not Parte Porte 2 de 4 (6) The intermediate value theorem (Elegir una opcion) " guarantee that the function has a zero on the interval [2. 3]. does X does not Parte: Parte 3 de 4 (c) The intermediate value theorem (Elegir una option) | guarantee that the function has a zero on the interval (3. 4) does X Loges not Parte: Parte 4 de 4 (d) The intermediate value theorem (Elegir una option) |guarantee that the function has a zero on the interval (4. 5]. does X does notSketch the function. m (x )=x+2x - 8x- Parte: Parte 1 de 4 The end behavior of the function is (Elegir una opcion) to the left and ( Elegir una opcion) to the right. up X downSketch the function. m (x) =x +2x -8x- Parte: Parte 1 de 4 The end behavior of the function is (Elegir una opcion) to the left and ( Elegir una opcion) to the right. up down hsParte: Parte 1 de 4 The end behavior of the function is up to the left and up to the right. X Parte: Parte 2 de 4 Find y-intercept(s). If there is more than one answer, separate them with commas. Select "None" if applicable. The y-intercept(s): | (0,0) None 0.O.. X Parte: Parte 3 de 4 Find the real zero(s) of the function. If there is more than one zero, separate them with commas. Select "None" if applicable. The real zero(s) of the function: None XParte: Parte 4 de 4 To graph the equation, plot at least five points. Then click on the graph icon. X 40- Deshacer 20- 4 - 2 -20
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