Given the table of values, complete the table for the quadratic equation y=−6x2+3x+8 to find the values of the high or low point of the parabola. x y −1 −1 −0.75 2.375 −0.5 5 −0.25 0 8 0.25 8.375 0.5 0.75 1 5 Which of the following is correct? (1 point) Responses (0.25,8.375) is the low point on the parabola. left parenthesis 0.25 comma 8.375 right parenthesis is the low point on the parabola. (0.25,8.375) is the high point on the parabola. left parenthesis 0.25 comma 8.375 right parenthesis is the high point on the parabola. (0.5,9) is the high point on the parabola. left parenthesis 0.5 comma 9 right parenthesis is the high point on the parabola. (−1,−1) is the low point on the parabola.
To find the values of the high or low point of the parabola, we need to look at the y-values in the table.
From the given table, we can see that the y-values are highest at x = 0.5, where y = 9. Therefore, the high point on the parabola is (0.5, 9).
Thus, the correct answer is: (0.5, 9) is the high point on the parabola.