Hyperbola Conic Section have 6 pictures , they are Of Hyperbola With A Vertical Transverse Axis, Charming Hyperbola Conic Section #2 The Three Families Of Conic Sections, Picture Of Hyperbola With Vertical Transverse Picture Of Hyperbola With A Horitontal Transverse, Different Cuts Of A Cone Showing An Ellipse, A Circle, A Parabola And A, The Black Boundaries Of The Colored Regions Are Conic Sections. Not Shown Is The Other Half Of The Hyperbola, Which Is On The Unshown Other Half Of The ., Hyperbola Conic Section #6 Google Sites. Following are the photos:
This article of Hyperbola Conic Section was uploaded at July 2, 2018 at 6:25 pm. This article is posted in the Sectional category. Hyperbola Conic Section is tagged with Hyperbola Conic Section, Conic, Section, Hyperbola..
Coniccon•ic (kon′ik),USA pronunciation adj.
- Also, con′i•cal. having the form of, resembling, or pertaining to a cone.
- [Geom.]See conic section.
Sectionsec•tion (sek′shən),USA pronunciation n.
- a segment of a naturally segmented fruit, as of an orange or grapefruit.
- a representation of an object as it would appear if cut by a plane, showing its internal structure.
- Also called staff section. any of the subdivisions of a staff.
- an act or instance of cutting;
separation by cutting.
- a length of trackage, roadbed, signal equipment, etc., maintained by one crew.
- Also called section mark. a mark used to indicate a subdivision of a book, chapter, or the like, or as a mark of reference to a footnote.
- a division of an orchestra or band containing all the instruments of one class: a rhythm section.
- to cut through so as to present a section.
Hyperbolahy•per•bo•la (hī pûr′bə lə),USA pronunciation n. [Geom.]
- the set of points in a plane whose distances to two fixed points in the plane have a constant difference;
a curve consisting of two distinct and similar branches, formed by the intersection of a plane with a right circular cone when the plane makes a greater angle with the base than does the generator of the cone. Equation: &hyperbola;
. See diag. under conic section.
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