A parabola passes through the points provided in the table. The standard form equation for a parabola is y=ax2+bx+c. Select the correct standard form equation for the parabola.

Question

(1 point)
Responses

y=−0.45x2+0.65x−0.5
y equals negative 0.45 x squared plus 0.65 x minus 0.5

y=3.25x2−4.75x−0.5
y equals 3.25 x squared minus 4.75 x minus 0.5

y=0.48x2−0.79x−0.5
y equals 0.48 x squared minus 0.79 x minus 0.5

y=0.65x2−0.45x−0.5

Answer 1

To determine which equation correctly represents the parabola that passes through the specified points in the table, we would typically need to evaluate each equation against the points to see which one gives correct y-values for corresponding x-values. However, without the table of points provided, I can't perform that evaluation.

In general, if you had points (x1, y1), (x2, y2), and (x3, y3), you would substitute each x-value into the parabolic equations and check if the resulting y-value matches.

If you can provide the specific points from the table, I can help you find the correct equation.