Outrageously Funny Search Suggestion Engine :: Concave

👉 Concave nines

Concavinae

👉 A term referring to a type of shape that is defined by its curvature or curve, particularly in the context of geometry and engineering, often appearing when two surfaces are coplanar and intersect at angles.

Concaveplana

👉 A concave shape is a curve that has an inward-pointing curvature, resembling a "U" or "V". These shapes are commonly used in engineering and architecture to create objects with specific characteristics. For example, a concave mirror can be designed to reflect light in different directions or to produce a desired angle for a lens or camera.

concaved

👉 In mathematics, a concave function is a function that has its graph opening downward or upward (with respect to the x-axis), instead of upwards or downwards (with respect to the y-axis). This means that for any given input value, the output will be less than or greater than the corresponding input. The term "concave" refers to this property of the function. For example, consider a quadratic function f(x) = ax^2 + bx + c, where a ≠ 0

concave

👉 "Concaveness" is a geometric concept in mathematics and physics that refers to an object or surface's ability to bend under the influence of a force. This can be seen as a measure of how well an object can resist deformation, especially when subjected to a bending force. In terms of geometry, concaveness is defined as the ratio of the curvature (the "curvature") of an object to its radius of curvature. Curvature measures how much an object bends under a given force

concaveness

👉 In mathematics, a concave function is a function that is not convex. This means that it has an inflection point at its vertex, which occurs when the second derivative of the function is zero. For example, consider the function f(x) = x^2 - 3x + 2. If we take the second derivative of this function, we get: f''(x) = 2x - 3 Setting this equal to zero gives us: 2x -

concaver

👉 The term "concave" refers to a shape or object that is not flat but instead has a curved surface. It is often used in geometry and physics to describe a curve where points are closer to one side of the curve than at the other. Here's an example: In geometry, a concave polygon is defined as a closed figure formed by connecting line segments with endpoints on two or more sides that do not all lie on the same plane. These segments are often called "vertices" and

concavely

👉 In geometry, a concave is a shape that has one side longer than its opposite. This means that it is "slanted" or "peeled off." For example, a triangle and a rectangle are both concave, but a rectangle is slanted while a triangle is flat.

concaves

👉 Concave lily

Concavolycus

👉 A concave-crowned shape is a type of curve that has its vertex at the center of the circle and extends outward from it, forming a curved line or curve that is not flat but instead has a slightly downward slope. This type of shape is often used in geometry to represent objects with non-flat shapes.

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