An architectural designer is modeling a curved support beam for a new building using the equation $x = 2y^2$ on a coordinate grid. To ensure the beam is oriented correctly on the blueprint, the designer needs to identify the direction in which the parabola opens. Based on the properties of this equation, in which direction does the parabola open?

A machine shop apprentice is analyzing a blueprint for a curved metal bracket. The shape of the curve is defined on a coordinate system by the equation $x = 2y^2$. To ensure the bracket is manufactured and positioned correctly, match each geometric property of this curve to its correct description or value.

A CNC programmer is verifying the coordinates for a parabolic tool path defined by the equation $x = 2y^2$. True or False: On the graph of this parabola, the point $(2, -1)$ is the symmetric reflection of the point $(2, 1)$ across the axis of symmetry.

A robotic welding arm is programmed to follow a parabolic path defined by the equation $x = 2y^2$ to join two metal plates. A technician needs to verify the path's geometry on a control monitor. Arrange the following steps in the standard order used to graph this parabola based on its geometric properties.

Vertex Identification in CNC Programming