conjugate diameters sentence in Hindi
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- Conjugate diameters of hyperbolas are also useful for stating the principle of relativity in the modern physics of spacetime.
- This distance was to become known as " Baudelocque's diameter " ( the external conjugate diameter of the pelvis ).
- As perpendicularity is the relation of conjugate diameters of a circle, so hyperbolic orthogonality is the relation of conjugate diameters of rectangular hyperbolas.
- As perpendicularity is the relation of conjugate diameters of a circle, so hyperbolic orthogonality is the relation of conjugate diameters of rectangular hyperbolas.
- A point on each conjugate diameter is selected : U'on d _ 1'and V'on d _ 2 '.
- When abstracted to a line drawing, then any figure showing conjugate hyperbolas, with a selection of conjugate diameters, falls into this category.
- The placement of tie rods reinforcing a square assembly of girders is guided by the relation of conjugate diameters in a book on analytic geometry.
- The principle of relativity can be formulated " Any pair of conjugate diameters of conjugate hyperbolas can be taken for the axes of space and time ".
- For example, conjugate diameters have the property that a tangent line to the ellipse at the endpoint of one of them is parallel to the other one.
- The conjugate diameters d _ 1'and d _ 2'( thick blue lines ) are given, which meet at the center M of the ellipse.
- Each pair of conjugate diameters of an ellipse has a corresponding tangent parallelogram, sometimes called a bounding parallelogram, formed by the tangent lines to the ellipse at the four endpoints of the conjugate diameters.
- Each pair of conjugate diameters of an ellipse has a corresponding tangent parallelogram, sometimes called a bounding parallelogram, formed by the tangent lines to the ellipse at the four endpoints of the conjugate diameters.
- When " a " = " b " the ellipse is a circle and the conjugate diameters are perpendicular while the hyperbola is rectangular and the conjugate diameters are hyperbolic-orthogonal.
- When " a " = " b " the ellipse is a circle and the conjugate diameters are perpendicular while the hyperbola is rectangular and the conjugate diameters are hyperbolic-orthogonal.
- Students making drawings to accompany the exercises in George Salmon s " A Treatise on Conic Sections " ( 1900 ) at pages 165 71 ( on conjugate diameters ) will be making Minkowski diagrams.
- The two conjugate diameters d _ 1', and d _ 2'( blue ) are given, and the Methods of drawing an ellipse usually require the axes of the ellipse to be known.
- Each pair of conjugate diameters of an ellipse has a corresponding "'tangent parallelogram "', sometimes called a "'bounding parallelogram "'( skewed compared to a bounding rectangle ).
- If the conjugate diameters are standing perpendicular to each other ( = 90 ^ \ circ ), the axes of the ellipse are already found : In this case, they are identical to the given conjugate diameters.
- If the conjugate diameters are standing perpendicular to each other ( = 90 ^ \ circ ), the axes of the ellipse are already found : In this case, they are identical to the given conjugate diameters.
- The notion of hyperbolic orthogonality arose in analytic geometry in consideration of conjugate diameters of ellipses and hyperbolas . if " g " and " g " 2 represent the slopes of the conjugate diameters, then g g'=-\ frac { b ^ 2 } { a ^ 2 } in the case of an ellipse and g g'= \ frac { b ^ 2 } { a ^ 2 } in the case of a hyperbola.
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