Examples of using Has length in English and their translations into Russian
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Each opus packet has length about 100-150 bytes.
Flex" machines download samples into RAM for advanced real-time manipulation,but this type has length limitations.
The artificial runway has length of 2750 meters and width of 42 meters.
The Box is narrow and elongated:the largest side has length of 19 centimeters.
Each edge has length√2, and connects two vertices that differ by swapping two coordinates the values of which differ by one.
Rectangular, similar to a storybook Box"Firebird" has length of 13 centimeters and a bright cover.
Such a device has length adjusting components which automatically adjust the strap to the wearer and a locking mechanism actuated in an emergency by.
An equivalent definition of hypohamiltonian graphs is that their longest cycle has length n- 1 and that the intersection of all longest cycles is empty.
Since the output path has length at least as large as d{\displaystyle d}, the running time is also bounded by O( ℓ! 2 ℓ n){\displaystyle O(\ ell!2^{\ell}n)}, where ℓ{\displaystyle\ell} is the length of the longest path.
If a polyhedron with n vertices is formed by repeating the Kleetope construction some number of times, starting from a tetrahedron,then its longest path has length O(nlog3 2); that is, the shortness exponent of these graphs is log3 2, approximately 0.630930.
If each of the paths in this collection has length at least| V|{\displaystyle{\sqrt{|V|}}}, there can be at most| V|{\displaystyle{\sqrt{|V|}}} paths in the collection, and the size of the optimal matching can differ from the size of M{\displaystyle M} by at most| V|{\displaystyle{\sqrt{|V|}}} edges.
For example, a smooth curve α:→ M has tangent vector α′(t0) in the tangent space TM(α(t0)) at any point t0∈(0, 1), andeach such vector has length‖α′(t0)‖, where‖·‖ denotes the norm induced by the inner product on TMαt0.
Rectangular, similar to a storybook Box"Firebird" has length of 13 centimeters and a bright cover decorated with a scene from a fairy tale"Humpbacked horse.
The discreteness condition means that there is some positive real number ε, such that for every translation Tv in the group,the vector v has length at least ε except of course in the case that v is the zero vector.
Any square inscribed in a Heroniantriangle has rational sides: For a general triangle the inscribed square on side of length a has length 2 A a a 2+ 2 A{\displaystyle{\tfrac{ 2Aa}{ a^{ 2} +2A}}} where A is the triangle's area; in a Heronian triangle.
It is also possible to relax the requirement that the coordinates be integers, and assign coordinates in such a way that the x-coordinates of the vertices are distinct integers in the range and the other two coordinates are real numbers in the range,so that each edge has length at least one while the overall polyhedron has volume On.
The NP-hardness of the unweighted longest path problem can be shown using a reduction from the Hamiltonian path problem: a graph G has a Hamiltonian path if andonly if its longest path has length n- 1, where n is the number of vertices in G. Because the Hamiltonian path problem is NP-complete, this reduction shows that the decision version of the longest path problem is also NP-complete.
The test samples here have lengths of up to 15m.
Let each side of the polygon have length s; then the sum of the sides, ns, is less than the circle circumference.
Suppose the vectors X and Y have length n, and a is a primitive root of unity of order 2n that is, a2n 1 and a to all smaller powers is not 1.
Subdivision rules give a sequence of tilings of a surface, and tilings give an idea of distance, length, andarea by letting each tile have length and area 1.
The main thing for an eclair is to correspond to the general rule:the"correct" eclairs have length of 14 centimeters and don't differ from each other on width.
Then being graded means that all maximal chains have length r, as is indicated above.
Additionally, C must have length exactly√8√n, as otherwise it could be improved by replacing one of its edges by the other two sides of a triangle.
In three-dimensional Euclidean space,the cross product of two arbitrary unit vectors is a third vector orthogonal to both of them having length equal to the sine of the smaller subtended angle.
Only two rivers in Perm Krai have lengths exceeding 500 kilometres 310 mi.
All the names in the input consist of lowercase oruppercase English letters and/or digits and have lengths from 2 to 24 characters, inclusive.
Another right triangle is formed, an automedian right triangle with one leg being the khypotenuse of the prior triangle(with length√2) and the other leg having length of 1; the length of the hypotenuse of this second triangle is√3.
This suffices, since any pair of maximal chains in can be extended by a maximal chain in to give a pair of maximal chains in P. Note Stanley defines a poset to be graded of length n if all its maximal chains have length n Stanley 1997, pp.
The vertical side of∆TVU will have length|A| since the line has slope-A/B.∆PRS and∆TVU are similar triangles, since they are both right triangles and∠PSR≅∠TUV since they are corresponding angles of a transversal to the parallel lines PS and UV both are vertical lines.

