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Examples of the the word, bi , in a Sentence Context

The word ( bi ), is the 14657 most frequently used in English word vocabulary

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  1. Moving one leg at a time. Definition The word is derived from the Latin words, bi ,(s) 'two (2) ' and PED- 'foot ', as contrasted with quadruped 'four feet '.
  2. Ring by defining the operations coordinatewise, i. e.: (AI) + ( bi ) = (AI +, bi ,): (AI) · ( bi ) = (AI · bi ) The resulting ring is called a direct product
  3. N = \prod_at (a_i + b_i\sort n)^ using much smaller coefficients' AI, bi , and CI. For instance, Archimedes ' cattle problem may be solved using a Well
  4. Written as a linear com bi nation of these basis elements, that is, as a1 +, bi ,+ CJ + DK, where a, b,c, and d are real numbers. The basis element 1 will be
  5. The operations coordinatewise, i. e.: (AI) + ( bi ) = (AI + bi ): (AI) · (, bi ,) = (AI · bi ) The resulting ring is called a direct product of the rings RI.
  6. Notably called for the establishment of an Israeli-Palestinian democratic, bi ,national state (a one-state solution). It also called for the establishment
  7. Turned into a ring by defining the operations coordinatewise, i. e.: (AI) + (, bi ,) = (AI + bi ): (AI) · ( bi ) = (AI · bi ) The resulting ring is called a
  8. A bi pedal manner is known as a bi ped (), meaning " two feet" ( from the Latin, bi ,for" two" and PED for" foot" ). Types of bi pedal movement include walking
  9. The absolute value of n. *ZI, the ring of Gaussian integers. Define f (a +, bi ,) = a2 + b2,the squared norm of the Gaussian integer a + bi . * Zn (where ω is
  10. The other, say x a0; a1,..., an and y b0; b1,..., bn, bn+1,... with AI =, bi ,for 0 ≤ i ≤ n, then x < y if n is even and y < x if n is odd. Continued
  11. 3.5 + 2i is a complex number. The real number an of the complex number z = a +, bi ,is called the real part of z and the real number b is the imaginary part. They
  12. Community. Acceptance. And a way to connect with all kinds of people, gay, bi , straight, celibate,transgender, in a way that is hard to do in the greater
  13. For i=0 to l-1 do ##if NI j then u# y=y# j=j-1 # return y If we set h 2k and, bi ,hi then the ni's are simply the digits of n in base h. Yao's method collects
  14. Limits in the sense that if a_i\to a, b_i\to b and class "AI/IN"> XHTML">AI ≤, bi ,for all i, then class "a/IN"> XHTML">a ≤ b. Interval For a ≤ b, the closed
  15. A success that is well known. Gauss studied complex numbers of the form a +, bi , where a and b are integral, or rational (and i is one of the two roots of x2
  16. By 1 does nothing, and for this reason, elements of H are usually written a +, bi ,+ CJ + DK, suppressing the basis element 1. Given this basis, associative
  17. Shall carry," or" I will carry. " *The first and second conjugations use BO, bi ,and by as signs for the future indicative. *The third and fourth conjugations
  18. Present, future and past conditional use a special past form of the stem би- (, bi ,–" be" ) and the past participle (бих учил,'I would study' ). The past
  19. Coordinatewise, i. e.: (AI) + ( bi ) = (AI + bi ): (AI) · ( bi ) = (AI ·, bi ,) The resulting ring is called a direct product of the rings RI. The direct
  20. In the Old English rune poem, the T-rune is identified as the pole star, ᛏ Air, bi ,Tacna sum, healdeð try we" Air is a star, it keeps faith well ".
  21. Gamma + \delta i) to obtain a + bi . Here \sort is called the modulus of a +, bi , and the square root with non-negative real part is called the principal square
  22. Ali in Ahmad al-Samhudi (علي بن أحمد السمهودي),author of Weight always, bi ,Akbar DAR Mustafa ** John Dudley,1st Duke of Northumberland, Tudor
  23. The Gaussian integers ZI, that is, the set of complex numbers of the form a +, bi ,where i denotes the imaginary unit and a and b are ar bi trary integers. Its
  24. For a + 0i and bi for. Moreover, when b is negative, it is common to write a −, bi ,instead of a + (lb)i, for example 3 − 4i instead of 3 + (−4)i. The set of all
  25. Is as performed in the algorithm above. Let" n "," NI "," b ", and ", bi ," be integers. Let the exponent" n" be written as n = \sum_^ n_IB_i were 0
  26. Q (i) is the subfield of C consisting of all numbers of the form a +, bi ,where both a and b are rational numbers. One distinguishes between extensions
  27. 0 + bi , are called imaginary numbers. It is common to write a for a + 0i and, bi ,for. Moreover, when b is negative, it is common to write a − bi instead of a +
  28. Define f (a + bi ) = a2 + b2,the squared norm of the Gaussian integer a +, bi , * Zn (where ω is a cube root of 1),the ring of Eisenstein integers. Define
  29. Irreducible, then n m and after possible renumbering of the ai's and bj's, bi ,= ai · UI where UI is a unit in R. The second condition above guarantees that "
  30. With the proba bi lity of being in that particular box. For positive integers, bi ,where b1 + ... + bk = n, : H_n\left (\franc, \lots, \franc\right) = H_k\left (
  31. Of letter + i + EU + letter. For example, Choe wrote book with the Hanna 非, bi ,邑 up. The names of g, d,and s are exceptions because there were no Hanna for
  32. BIM" was a word commonly used by slaves and that it derives from the phrase ", bi ,mu" or either (" BEM "," TDI BEM "," Any IBM" or" Woke IBM" ) from
  33. Mathematician, orator,musician, and philosopher. T-X * Tariq al-Hakim, bi ,AMR Allah, Sixth Fatimid Caliph * Vikramaditya VI, ruler of the Western
  34. The name" Baha" appears four times:" Allahumma inn as 'Luka min Baha' IRA, bi ,Allah VA Sulla Baha' IRA Bahia ". __NOT__ Year 1948 (MCMXLVIII) was a leap
  35. Treatments of calculus. The complex numbers C consist of expressions: a +, bi ,where i is the imaginary unit, i. e., a (non-real) number satisfying i2 = −1.
  36. In the expression a + bi , the real number an is called the real part and, bi ,is called the imaginary part. If the real part of a complex number is zero
  37. Eastern Zhou Dynasty File: Bi with two dragons and grain pattern. JPG|A jade, bi ,with two dragons, Eastern Zhou Dynasty File: Zhou ritual food vessel p1070295.
  38. Complex numbers whose real part is zero, that is to say, those of the form 0 +, bi , are called imaginary numbers. It is common to write a for a + 0i and bi for.
  39. Matter. One major change from Alisha is the use of a prefix particle (ب ", bi ," in most dialects) to explicitly mark progressive, continuous,or ha bi tual
  40. Of the form: \, a + b i were a and b are real numbers. In the expression a +, bi , the real number an is called the real part and bi is called the imaginary part.
  41. An uncompleted action in the future. It is recognized by its tense signs BO, bi , by, a and ē in the indicative and the vowel ō in the imperative mood. Future
  42. Was assumed and all that remained to be proved was that their form was a +, bi ,for some real numbers a and b. In modern terms, Euler,de Concerned, Lagrange
  43. Binary, but contracted, by taking the first two letters of the SI prefix and ", bi ," from bi nary. The first letter of each such prefix is therefore identical to
  44. Asexuals ". However, some asexuals who identify as straight, gay,les bi an, or, bi , before asexual, or simply prefer that terminology, will sometimes refer to
  45. emperor's order" ), ke (" statutes inherited from previous dynasties" ) and, bi ,(" precedents" ), among which long has the highest bi nding power over the
  46. In Boolean algebra, a monotonic function is one such that for all AI and, bi ,in, if a1 ≤ b1,a2 ≤ b2,..., an ≤ in, then f (a1,..., an ) ≤ f (b1,..., bn
  47. T_, t_ \to \mathbb^d composed of a linear com bi nation of basis B-splines, bi , n of degree n: \math bf (t)= \sum_^ \math bf_ b_ (t) \box t \in t_, t_. The
  48. Argument; Gauss used i for \sort, introduced the term complex number for a +, bi , and called a2 + b2 the norm. The expression direction coefficient, often used
  49. Both be zero for division to be defined. Square root The square roots of a +, bi ,(with b ≠ 0) are \pm (\gamma + \delta i),where: \gamma = \sort and: \delta
  50. Function. This can be seen by squaring \pm (\gamma + \delta i) to obtain a +, bi , Here \sort is called the modulus of a + bi , and the square root with

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