cone
Biology
Calculus
Examples of cone in the following topics:
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Characteristics of Gymnosperms
- Gymnosperms are seed plants that have evolved cones to carry their reproductive structures.
- One type of cone is the small pollen cone, which produces microspores that subsequently develop into pollen grains .
- The other type of cones, the larger "ovulate" cones, make megaspores that develop into female gametophytes called ovules .
- This is the cone that produces ovules.
- This is the cone that produces pollen.
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Transduction of Light
- Some cones are maximally responsive to short light waves of 420 nm; they are called S cones ("S" for "short").
- Other cones (M cones, for "medium") respond maximally to waves of 530 nm.
- A third group (L cones, or "long" cones) responds maximally to light of longer wavelengths at 560 nm.
- With only one type of cone, color vision would not be possible; a two-cone (dichromatic) system has limitations.
- In the absence of light, the bipolar neurons that connect rods and cones to ganglion cells are continuously and actively inhibited by the rods and cones.
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Life Cycle of a Conifer
- Pine trees are conifers (cone bearing) and carry both male and female sporophylls on the same mature sporophyte.
- In the male cones (staminate cones), the microsporocytes give rise to pollen grains by meiosis.
- Some gametophytes will land on a female cone.
- Female cones (ovulate cones) contain two ovules per scale.
- Pollen from male cones moves up into upper branches where it fertilizes female cones.
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Sexual Reproduction in Gymnosperms
- The female cones are larger than the male cones and are positioned towards the top of the tree; the small, male cones are located in the lower region of the tree.
- Upon maturity, the male gametophyte (pollen) is released from the male cones and is carried by the wind to land on female cones.
- The scales of the cones are closed during development of the seed.
- Pollen from male cones blows up into upper branches, where it fertilizes female cones.
- Examples are shown for female and male cones.
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Types of Conic Sections
- The degenerate case of a parabola is when the plane just barely touches the outside surface of the cone, or in other words is tangent to the cone.
- Its intersection with the cone is therefore a set of points equidistant from a common point (the central axis of the cone), which meets the definition of a circle.
- When the plane's angle relative to the cone is between the outside surface of the cone and the base of the cone, the resulting intersection is an ellipse.
- Lastly, a hyperbola is formed when the plane is parallel to the cone's central axis, meaning it intersects both parts of the double cone.
- This figure shows how the conic sections, in light blue, are the result of a plane intersecting a cone, or a double cone.
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Dark-Field Microscopy
- Rather than illuminating the sample with a filled cone of light, the condenser is designed to form a hollow cone of light.
- The light at the apex of the cone is focused at the plane of the specimen; as this light moves past the specimen plane it spreads again into a hollow cone.
- The objective lens sits in the dark hollow of this cone; although the light travels around and past the objective lens, no rays enter it.
- When a sample is on the stage, the light at the apex of the cone strikes it.
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Applications of Hyperbolas
- A hyperbola is an open curve with two branches and a cut through both halves of a double cone, which is not necessarily parallel to the cone's axis.
- The plane may or may not be parallel to the axis of the cone.
- The intersection of this cone with the horizontal plane of the ground forms a conic section.
- A hyperbola is an open curve with two branches, the intersection of a plane with both halves of a double cone.
- The plane may or may not be parallel to the axis of the cone
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Anatomy of the Eye
- There are two types of photoreceptors in the retina: rods and cones.
- The fovea has a high density of cones.
- In humans, cones far outnumber rods in the fovea.
- Rods and cones are photoreceptors in the retina.
- Cones respond in intense light and are responsible for color vision.
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What Are Conic Sections?
- Conic sections get their name because they can be generated by intersecting a plane with a cone.
- A cone has two identically shaped parts called nappes.
- One nappe is what most people mean by “cone,” having the shape of a party hat.
- Conic sections are generated by the intersection of a plane with a cone (see the figure below).
- Each conic is determined by the angle the plane makes with the axis of the cone.
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Conic Sections in Polar Coordinates
- Conic sections are sections of cones and can be represented by polar coordinates.
- In mathematics, a conic section (or just conic) is a curve obtained as the intersection of a cone (more precisely, a right circular conical surface) with a plane.