The left parabola is a reflection of the right parabola. Enter the coordinate on the left parabola that corresponds to the identified coordinate on the right parabola.

Question

(1 point)

Answer 1

To provide the correct correspondence between points on a left and right parabola where one is a reflection of the other, I would need both the coordinates of the point on the right parabola and the equations or specific details about the parabolas (e.g., their vertex, direction, and orientation).

In general, if the right parabola opens upwards (standard form: \(y = a(x - h)^2 + k\)), its reflection over the y-axis would open upwards as well and have a similar shape, but its vertex would be at \((-h, k)\).

For example, if a point on the right parabola is given as \((x, y)\), the corresponding point on the left parabola (reflected over the y-axis) would be \((-x, y)\).

Please provide the specific point on the right parabola, and I will help you find the corresponding point on the left parabola.