tangent plane oor Spaans
tangent plane
en
(differential geometry) Given a point P on a surface M , the tangent plane of M at point P , denoted by <i>T<sub>P</sub>(M)</i> , is the plane passing through P which contains the tangent lines of all the curves on M passing through P .
Vertalings in die woordeboek Engels - Spaans
35
en
differential geometry
plano tangente
In the case of a high steering wheel position this plane is replaced by a tangent plane to surface
En el caso de un volante en posición elevada, dicho plano se sustituye por un plano tangente a la superficie mencionada en el punto
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voorbeelde
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Voorbeelde moet herlaai word.
(This means that they have a common tangent plane at the point.) 57.
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I need a curve such that every tangent plane makes equal angles with the two rays.
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How do you find a tangent plane to each of the following types of surfaces?
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Consequently, if r has a tangent plane at the origin, this plane is the Xlx2-plane.
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In 3-space the analogous problem is finding an equation of a tangent plane to a surface.
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14.6 Tangent Planes and Differentials 51.
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Then zoom in until the surface and the tangent plane become indistinguishable.
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Illustrate by graphing f and the tangent plane
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"Cracks (i.e., ""edges"" across which the tangent planes are continuous) were also not permitted."
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Then find a Cartesian equation for the surface and sketch the surface and tangent plane together.
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Then find a Cartesian equation for the surface and sketch the surface and tangent plane together. 27.
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An oriented surface 8* is defined as a surface 8 with continuously oriented tangent planes 1t*(P).
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Similarly, a sphere can be approximated at a given point by a tangent plane.
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At such points the tangent planes, when they exist, are horizontal.
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Similarly, equation (19b) gives the tangent plane to the level surface.
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Show that every tangent plane to the graph of z2 x2 y2 passes through the origin. 32.
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The tangent plane is the closest plane to the sphere among all planes passing through this point.
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In other words, the tangent plane approximates the graph of f well near the point of tangency.
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Verify that the tangent plane to this surface at the point (x0, ye, z,,) contains these two lines.
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If the tangent plane is parallel to R, then ¢Pk will be congruent to ¢Ak .
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S2 pushes upwards and grows to become a tangent plane and S6 shrinks.
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The line is a degenerate case of a parabola if the parabola resides on a tangent plane.
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The Tangent Plane For a function 2 = f(x, y) all these concepts can easily be illustrated geometrically.
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The tangent plane at the point is ax - cz = 1.
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The case k 1⁄4 1.0 clearly shows nonconcavity because the function is not below its tangent plane.
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402 sinne gevind in 8 ms. Hulle kom uit baie bronne en word nie nagegaan nie.