Definition of rectangular coordinates in English:

rectangular coordinates

plural noun

A pair of coordinates measured along axes at right angles to one another.
直角坐标
Example sentencesExamples
- The front half of the wedge in Figure 12a can be regarded as a wedge of an Archimedean dome that has been tipped over so that its circular face is in a horizontal plane with the ‘top’ of the dome at the point with rectangular coordinates.
- Outlines may be captured as rectangular coordinates or Fourier coefficients and, even when non-fractal, analysed in terms of fractal dimensions.

Definition of rectangular coordinates in US English:

rectangular coordinates

plural noun

A pair of coordinates measured along axes at right angles to one another.
直角坐标
Example sentencesExamples
- The front half of the wedge in Figure 12a can be regarded as a wedge of an Archimedean dome that has been tipped over so that its circular face is in a horizontal plane with the ‘top’ of the dome at the point with rectangular coordinates.
- Outlines may be captured as rectangular coordinates or Fourier coefficients and, even when non-fractal, analysed in terms of fractal dimensions.

单词	rectangular coordinates
释义	Definition of rectangular coordinates in English: rectangular coordinates plural noun A pair of coordinates measured along axes at right angles to one another. 直角坐标 Example sentencesExamples The front half of the wedge in Figure 12a can be regarded as a wedge of an Archimedean dome that has been tipped over so that its circular face is in a horizontal plane with the ‘top’ of the dome at the point with rectangular coordinates. Outlines may be captured as rectangular coordinates or Fourier coefficients and, even when non-fractal, analysed in terms of fractal dimensions. Definition of rectangular coordinates in US English: rectangular coordinates plural noun A pair of coordinates measured along axes at right angles to one another. 直角坐标 Example sentencesExamples The front half of the wedge in Figure 12a can be regarded as a wedge of an Archimedean dome that has been tipped over so that its circular face is in a horizontal plane with the ‘top’ of the dome at the point with rectangular coordinates. Outlines may be captured as rectangular coordinates or Fourier coefficients and, even when non-fractal, analysed in terms of fractal dimensions.
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