Functions and Analysis

    

Algebraic Conversion Between Rectangular and Polar Coordinates

Authors: Joseph Bakhos

Algebraic equations are derived to approximate the relationship between the rectangular coordinates and the polar coordinates of a vector. These equations can then be used without recourse to imaginary numbers, transcendental functions, or innite sums. This submission incorporates changes to previous work so that the functions presented involving quaterns are now valid from -infinity to +infinity, using a new type of step function

Comments: 6 Pages.

Download: PDF

Submission history

[v1] 2021-02-21 16:36:02

Unique-IP document downloads: 278 times

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