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Latus Rectum শব্দের বাংলা অর্থ: নাভিলম্ব
Latus Rectum Meaning In Bengali নাভিলম্ব
Latus Rectum
নাভিলম্ব,
Definition
1) In geometry, the latus rectum of a conic section is the line segment passing through one focus of the conic section and perpendicular to the major axis. It has a length equal to the distance between the two parallel tangents from the other focus to the conic section.
2) In biology, the term "latus rectum" may refer to a specialized structure or anatomical feature of a particular organism, such as a part of an insect's antennae or a specific type of organ in a plant.
3) In mathematics and physics, the latus rectum can also refer to the maximum chord of a curve or the maximum segment that can be drawn through a point on a curve and is parallel to a certain line (such as the focus-directrix line of a parabola).
Examples
Latus Rectum Example in a sentence
1) The latus rectum of a parabola is defined as the line segment parallel to the directrix that passes through the focus.
2) The latus rectum of a circle coincides with its diameter.
3) In an ellipse, the length of the latus rectum is determined by the distance between the foci.
4) The latus rectum is an important parameter used to characterize the geometry of conic sections.
5) The latus rectum of a hyperbola is the line segment passing through the foci and perpendicular to the transverse axis.
6) Understanding the concept of the latus rectum is essential in studying various mathematical curves.
7) The length of the latus rectum varies depending on the specific conic section being considered.
8) Calculating the latus rectum of a parabola often involves using its vertex, focus, and directrix.
9) The latus rectum of an ellipse is longer than the major axis of the ellipse.
10) The latus rectum provides valuable information about the shape and orientation of a conic section.
Part of Speech
Latus Rectum (Noun)
Synonyms
Latus Rectum - (SYNONYM) নাভিলম্ব
Encyclopedia
In geometry, the latus rectum of a conic section is the line segment passing through one focus of the conic section and perpendicular to the major axis. It has a length equal to the distance between the two parallel tangents from the other focus to the conic section.
In biology, the term "latus rectum" may refer to a specialized structure or anatomical feature of a particular organism, such as a part of an insect's antennae or a specific type of organ in a plant.
In mathematics and physics, the latus rectum can also refer to the maximum chord of a curve or the maximum segment that can be drawn through a point on a curve and is parallel to a certain line (such as the focus-directrix line of a parabola).
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