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What is the definition of Obconic? 🙋

👉 In the context of mathematics, an "ob-conic" refers to a specific type of conic section. These are non-degenerate ellipses or hyperbolas that intersect at two points, but do not lie on the same line. An ob-conic is defined as follows: 1. The curve is symmetrical about the x-axis. 2. It has one focus and one directrix (the line of intersection between the ellipse and the y-axis). 3. The distance from the


obconic

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What is the definition of Obconical? 🙋

👉 In geometry, an oblique conic is a type of conic section that has one focus and two directrixes. These are lines that intersect at right angles to each other but do not meet at any point in space. An oblique conic can be described by three points: the foci, which are the two points where the conic's major axis intersects with itself; the directrices, which are the two lines through these foci that bisect the conic. The


obconical

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