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Why use a non-orthonormal basis?
Please explain what is needed and where the non-orthogonal basis is most often used.
Competence in analytical geometry in the area of float( 0 ).
An additional question: why would someone need to look for the distance between two points in such a basis?
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According to the orthographic field geometry, a non-orthogonal basis is used in the calculation of fieldmorphic quantum figures in non-basic space. If you find the distance between two points, then in theory you can measure the surface of a polymorphic figure.
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