Parabolic

Parabolic describes something shaped like a parabola, which is a U-shaped curve. Mathematically, a parabola is a conic section formed when a plane intersects a cone parallel to its side. It is defined as the set of all points equidistant from a fixed point (the focus) and a fixed line (the directrix). In a broader sense, 'parabolic' can also refer to a movement or trajectory that resembles this curve. This adjective is frequently used in physics, mathematics, engineering, and even in descriptive writing when referring to a shape or path.

Parabolic meaning with examples

• The basketball player shot the ball with a perfect Parabolic arc, watching it sail smoothly through the air before falling perfectly into the net without touching the rim, a testament to skillful aiming and execution.
• The architect designed the bridge supports with Parabolic curves, specifically to distribute the weight evenly across the span, ensuring structural integrity, and giving it an elegant, modern aesthetic.
• The graph of the quadratic equation produced a clear Parabolic shape, visually confirming the relationship between the variables involved, providing vital insights for data analysis, and proving existing theories.
• The water from the fountain followed a Parabolic path as it sprayed upwards and then curved gracefully back down, creating a mesmerizing visual display, a perfect example of the laws of physics in action.