1. Words created with Abscissae, words starting with Abscissae, words start Abscissae

2. Abscissae - find the meaning, anagrams and hook words with Abscissae and much more

3. Gaussian Quadrature Weights and Abscissae

4. What are synonyms for Abscissae?

5. Unscrambled Words in the letters, Abscissae.

6. Synonyms for Abscissae in Free Thesaurus

7. Definitions for the word, Abscissae (pl

8. Definition of Abscissae in the Definitions.net dictionary

9. Find below definitions and meanings of Abscissae

10. Abscissae 13 is a valid Scrabble Word in NWL, formerly TWL (USA, Thailand, Canada) Abscissae 13 is a valid Scrabble Word in CSW, formerly SOWPODS (Other Countries) Abscissae 15 is a valid word in WWF

11. What does Abscissae mean? Information and translations of Abscissae in the most comprehensive dictionary definitions resource on the web.

12. Abscissae is playable in: Words With Friends 15

13. Abscissae ; abscissas ; Other words with the same letter pairs

14. The plural form of Abscissa is Abscissas or Abscissae.

15. Abscissae: Plural form of <xref>abscissa</xref>

16. Note that you can use the Abscissae to find the corresponding ordinates

17. Plural: Abscissae, abscissas n noun: Refers to person, place, thing, quality, etc

18. The word Abscissae uses 9 letters: a, a, b, c, e, i, s, s, s

19. Now, look at the graph paper and the points whose Abscissae and ordinates are to be found

20. Using the automatical FORTRAN IV integration program, one should provide the abscissae the function is not “smooth” at.

21. Plot the calibration curve, using the optical density values as ordinates and the corresponding quantities of furazolidone in ¶g as abscissae.

22. ə /; plural abscissae or abscissæ or Abscissas)is the perpendicular distance of a point from the vertical axis

23. The Greville Abscissae with respect to any NTP basis of U with the endpoint interpolation property are strictly increasing

24. Plot the calibration curve, using the absorbances as the ordinates and the corresponding quantities of biuret, in milligrams, as the abscissae

25. Plot the calibration curve with the optical density values as ordinates and the corresponding quantities of menadione in ¶g as abscissae.

26. Plural Abscissas Abscissae (ăb-sĭs′ē) The distance of a point from the y-axis on a graph in the Cartesian coordinate system

27. Plural abscissas Abscissae (ăb-sĭs′ē) The distance of a point from the y-axis on a graph in the Cartesian coordinate system

28. Plot a calibration graph using the mean peak heights (areas) as the ordinates and the corresponding concentrations in g/ml as the abscissae

29. PLOT THE CALIBRATION CURVE USING THE MEAN ABSORBANCES AS THE ORDINATES AND THE CORRESPONDING CONCENTRATIONS OF MAGNESIUM IN MG/ML AS THE ABSCISSAE .

30. Abscissae definition: the horizontal or x -coordinate of a point in a two-dimensional system of Cartesian Meaning, pronunciation, translations and examples

31. The Greville Abscissae are defined to be the mean location of consecutive knots in the knot vector for each basis spline function of order

32. Plural Abscissas abscissae (ăb-sĭs′ē) The distance of a point from the y-axis on a graph in the Cartesian coordinate system

33. With the first and last knots in the gsl_bspline_workspace knot vector excluded, there are gsl_bspline_ncoeffs() Greville Abscissae for any given B-spline basis.

34. Plural abscissas Abscissae (ăb-sĭs′ē) The distance of a point from the y-axis on a graph in the Cartesian coordinate system

35. PLOT THE CALIBRATION CURVE USING THE MEAN ABSORBANCES AS THE ORDINATES AND THE CORRESPONDING CONCENTRATIONS OF MAGNESIUM IN MG/ML AS THE ABSCISSAE

36. PLOT THE CALIBRATION CURVE USING THE MEAN ABSORBANCES AS THE ORDINATES AND THE CORRESPONDING CONCENTRATION OF MAGNESIUM IN MG/ML AS THE ABSCISSAE

37. Plot a calibration graph using the mean peak heights (areas) as the ordinates and the corresponding concentrations in μg/ml as the abscissae.

38. Plot a calibration graph using the mean peak heights (areas) of the calibration solutions as the ordinates and the corresponding concentrations in μg/ml as the abscissae.

39. Plot a calibration curve using the mean peak heights or areas of the calibration solutions as the ordinates and corresponding concentrations in μg/ml as the abscissae.

40. 9 illustrates the first case: the ordinates represent specific volumes, and the Abscissae denote the composition of isomorphous mixtures of ammonium and potassium dihydrogen phosphates, which …

41. ə /; plural abscissae or abscissæ or Abscissas) and the ordinate are respectively the first and second coordinate of a point in a coordinate system:

42. Plot a calibration graph using the mean peak heights or areas of the calibration solutions as the ordinates and the corresponding concentrations in μg/ml as the abscissae.

43. Abscissa — [ab sɪsə] noun (plural Abscissae si: or abscissas) Mathematics the distance from a point on a graph to the vertical or y axis; the x coordinate.

44. Plot a calibration curve using the mean peak heights or areas of the calibration solutions as the ordinates and corresponding concentrations in mg per ml as abscissae.

45. Plot the calibration curve using the mean absorbances of every standard used as the ordinates and the corresponding concentrations of copper in μg/ml as the abscissae.

46. Plot the calibration curve using the mean absorbancies of each of the calibrations (7.5) as the ordinates and the corresponding concentration of magnesium in μg/ml as the abscissae.

47. Plot the calibration curve using the mean absorbances of each of the calibrations (7.5) as the ordinates and the corresponding concentration of magnesium in mg/ml as the abscissae.

48. Plot a calibration curve using the mean peak heights or areas of the calibration solutions as the ordinates and corresponding concentrations in μg per ml as abscissae.

49. The ordinates of all inflection points were found to be constant at 0.48, the abscissae were related to the well-known parameters of the microanalyzer and the materials used.

50. Plural Abscissas Abscissae (ăb-sĭs′ē) The distance of a point from the y-axis on a graph in the Cartesian coordinate system. It is measured parallel to the x-axis

51. Planar coordinates are encoded using coordinate pair Abscissae (x-coordinates) are specified to the nearest 0.0003280833333333334 Ordinates (y-coordinates) are specified to the nearest 0.0003280833333333334 Planar coordinates are specified in foot_us

52. Noun Abscissae, abscissas Mathematics (in a system of coordinates) the x-coordinate, the distance from a point to the vertical or y-axis measured parallel to the horizontal or x-axis

53. Abruptiones abruptness absampere absarokite abscam abscessed abscesses abscessing abscession abscessroot abscind abscise abscised abscises abscising abscisins absciss abscissa's abscissae abscissas abscisse abscissin abscissions absconce absconded abscondedly abscondence absconder absconders absconds abscoulomb

54. An exception occurs in the so-called symmetric cases, i.e., formulae , with Chebyshev Abscissae of the first or second kind, where, when n is odd, the anticipated degree of exactness is increased by one.

55. The Abscissae of the two points A and B are the roots of the equation x 2 + 2ax − b 2 = 0 and their ordinates are the roots of the equation x 2 + 2px − q 2 = 0

56. The added percentages Σ (%) and the sizes of the holes in the corresponding sieves are plotted in co-ordinated axes on millimetric paper, the Σ (%) in ordinates and the diameters of the holes, in mm, in abscissae

57. The precision of the calculated one-dimensional positions (‘Abscissae’) depends on the precision and number of elementary measurements, the number of stars and their distribution in magnitude, and finally on the ‘rigidity’ of the great-circle

58. We suggest the hypothesis that the three cone photopigments in human retina follow Dartnall's rule, that is their action spectra curves are identical, apart a translation parallel to the abscissae axis, if this axis is scaled in frequencies.

59. The Abscissae of the points, where the tangent to curve y = x^3 - 3x^2 - 9x + 5 is parallel to x−axis, are asked Dec 21, 2019 in Limit, continuity and differentiability by Rozy ( 41.8k points) applications of derivatives

60. However, in order to take into account possible errors in the methods of calibration, the axis of abscissae may, when the error curves corresponding to Tables I and # are being plotted, be moved for each of those curves by up to # % to a parallel position

61. However, in order to take into account possible errors in the methods of calibration, the axis of abscissae may, when the error curves corresponding to Tables I and II are being plotted, be moved for each of those curves by up to 1 % to a parallel position.

62. In this paper we report experimental results, which illustrate the fact, that if the abscissae are chosen according to a simple strategy and then the weights are computed from a linear system, the resulting rules of Lagrangian type are almost optimal in a certain sense.

63. Figures 5 and 6 refer to the first series of tests (cycle of equal mixing time) and they reproduce the temperature and power charts with the usual reference scales: on the Abscissae (1 cm = 30 secs) and on the ordinates (1 cm = 25 [degrees] C and 200 kW).

64. K : supplementary force of control device, conventionally designated by the force D corresponding to the point of intersection with the axis of the abscissae of the extrapolated curve expressing P′ in terms of D, measured with the device in the mid-travel position (see Figures 2 and 3 of Appendix 1);

65. K: supplementary force of control device, conventionally designated by the force D corresponding to the point of intersection with the axis of the abscissae of the extrapolated curve expressing P' in terms of D, measured with the device in the mid-travel position (see Figures # and # of Appendix # to this annex

66. K: supplementary force of control device, conventionally designated by the force D corresponding to the point of intersection with the axis of the abscissae of the extrapolated curve expressing P′ in terms of D, measured with the device in the mid-travel position (see Figures 2 and 3 of Appendix 1);

67. The concept of nodes or Greville Abscissae [ 130, 92 ], which are the averages of the knots, are important in B-spline approximations [ 130, 452] and defined as follows: (1.60) The node generally lies near the parameter value which corresponds to a maximum of the basis function [ 345, 314 ].

68. supplementary force of control device, conventionally designated by the force D corresponding to the point of intersection with the axis of the abscissae of the extrapolated curve expressing P' in terms of D, measured with the device in the mid-travel position (see Figures 2 and 3 of appendix 1 to this annex);

69. supplementary force of control device, conventionally designated by the force D corresponding to the point of intersection with the axis of the abscissae of the extrapolated curve expressing P' in terms of D, measured with the device in the mid-travel position (see Figures 2 and 3 of Appendix 1 to this annex);

70. supplementary force of control device, conventionally designated by the force D corresponding to the point of intersection with the axis of the abscissae of the extrapolated curve expressing P′ in terms of D, measured with the device in the mid-travel position (see Figures 2 and 3 of Appendix 1 to this annex);

71. Absis (bahasa Inggris: abscissa; bentuk jamak abscissae, abscissæ atau abscissas), di dalam matematika, adalah jarak tegak lurus suatu titik dari sumbu-y.Absis merupakan unsur pertama dari pasangan terurut dari dua suku (x, y) pada sistem koordinat Kartesius untuk mengalamatkan suatu titik, di dalam sumbu sistem koordinat tegak lurus tetap.Absis …

72. This page is a tabulation of weights and Abscissae for use in performing Legendre-Gauss quadrature integral approximation, which tries to solve the following function by picking approximate values for n, w i and x i.While only defined for the interval [-1,1], this is actually a universal function, because we can convert the limits of

73. But if one grants, as Leibniz does, that that there is an infinitesimal straight stretch of the curve (a side, that is, of an infinilateral polygon coinciding with the curve) between Abscissae 0 and e, say, which does not reduce to a single point then e cannot be equated to 0 and yet the above argument shows that e2 = 0.

74. This page is a tabulation of weights and Abscissae for use in performing Legendre-Gauss quadrature integral approximation, which tries to solve the following function by picking approximate values for n, w i and x i.While only defined for the interval [-1,1], this is actually a universal function, because we can convert the limits of integration for