tangent plane वाक्य
उदाहरण वाक्य
मोबाइल
- If C is even larger than that, a hyperbolic hexlet is formed, and now there are no tangent planes at all.
- Similarly, the "'tangent plane "'to a plane that " just touches " the surface at that point.
- For a function of two variables, they correspond to the points on the graph where the tangent plane is parallel to the plane.
- *PM : tangent plane of quadratic surface, id = 6681-- WP guess : tangent plane of quadratic surface-- Status:
- *PM : tangent plane of quadratic surface, id = 6681-- WP guess : tangent plane of quadratic surface-- Status:
- That is to say, the starting point p \ in H goes to the tangent plane from H through the inverse of the exponential map.
- The tangent plane of the shell of emitted particles in the stationary coordinate is given by the Jacobian of the transformation from X'to X:
- The derivation of the equation of the tangent plane seems to me to be correct . Quondum 12 : 40, 28 January 2017 ( UTC)
- Then travels from one tangent plane to the other through the isometry \ psi, and then down to the surface S'with another exponential map.
- Is a quadratic form on the tangent plane to the surface that, together with the first fundamental form, determines the curvatures of curves on the surface.
- The sectional curvature is said to be constant if it has the same value at every point and for every two-dimensional tangent plane at that point.
- Near to any point, " S " can be approximated by its tangent plane at that point, which is an affine subspace of Euclidean space.
- The first fundamental form may be viewed as a family of positive definite symmetric bilinear forms on the tangent plane at each point of the surface depending smoothly on the point.
- Think of the problem the other way : if you project a straight line through the origin of the tangent plane at a point, you get a curve on the surface.
- In other words, any affine transformation maps the tangent plane to the surface at a point to the tangent plane to the image of the surface at the image of the point.
- In other words, any affine transformation maps the tangent plane to the surface at a point to the tangent plane to the image of the surface at the image of the point.
- The " tangent plane " to a surface at a given point " p " is defined in an analogous way to the tangent line in the case of curves.
- A tangent plane can be " rolled " along " S ", and as it does so the point of contact traces out a curve on " S ".
- The "'tangent plane "'at a regular point is the unique plane passing through, and having a direction parallel to the two row vectors of the Jacobian matrix.
- In differential geometry, the "'Bj�rling problem "'is the problem of finding a minimal surface passing through a given curve with prescribed normal ( or tangent planes ).
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