euler lines造句

例句与造句

1. These points can be used to define an Euler line of a quadrilateral.
2. The center of the twelve-point sphere also lies on the Euler line.
3. How did Leonhard Euler prove the Euler line?
4. In theory, they should all be on the Euler Line of this triangle.
5. All triangles in which the Euler line is parallel to one side are acute.
6. It's difficult to find euler lines in a sentence. 用euler lines造句挺难的
7. The circumcenter of the tangential triangle is on the reference triangle's Euler line,
8. An equation for the Euler line in barycentric coordinates \ alpha : \ beta : \ gamma is
9. These points define the " Euler line " of a tetrahedron analogous to that of a triangle.
10. The center " T " of the twelve-point sphere also lies on the Euler line.
11. In an isosceles triangle with exactly two equal sides, the Euler line coincides with the axis of symmetry.
12. Under natural assumptions, the centers of polygons which satisfy Archimedes'Lemma are precisely the points of its Euler line.
13. In a right triangle, the Euler line contains the perpendicular bisectors of sides, falls on the midpoint of the hypotenuse.
14. Note that the Euler line is orthogonal to the orthic axis and that the Soddy line is orthogonal to the Gergonne line.
15. This generalized Euler line is defined as the affine span of the center of mass and circumcenter of mass of the polytope.
16. These points define the " Euler line " of the tetrahedron that is analogous to the Euler line of a triangle.
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