To determine whether the equation given describes a parabola and check it graphically, I'll need more information. Specifically, I need either the equation of the curve you're referring to, or the coordinates of the points. Once provided, I can:

1. Verify if it's a parabola.
2. Identify the form of the equation (e.g., standard form of a parabola).
3. Sketch or interpret the graphical behavior of the points or equation to check.

Please provide the equation or the points you're referring to.

Would you like to share more details about the problem?

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Here are 5 questions that could expand the topic:

1. What is the equation of the curve or function you're analyzing?
2. Do you know the standard form of a parabola equation?
3. Are the points given enough to define the parabola?
4. Do you need help finding the vertex or axis of symmetry?
5. Are you interested in how parabolas relate to quadratic equations?

Tip: A parabola is typically represented by the equation $y = ax^2 + bx + c$. The graph always forms a U-shape, and its orientation depends on the sign of $a$.