The book The Algebra of Coplanar Vectors And Trigonometry was written by author R Baldwin Robert Baldwin Hayward Here you can read free online of The Algebra of Coplanar Vectors And Trigonometry book, rate and share your impressions in comments. If you don't know what to write, just answer the question: Why is The Algebra of Coplanar Vectors And Trigonometry a good or bad book?
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. . is convergent, still more is the general series convergent. If the chain stretched out to its full length, (that is, so that the links are all in the same line,) has a finite length, any coiling or folding must bring its ends nearer together. Hence, if the scalar series, which we may call the r-series, is convergent for all values of r, so is also the general series, which we may call the (r, u) series. More commonly however the r-series is convergent only when r is less (or not greater) th...an some fixed quantity k ; then the (r,u) series is certainly convergent when r is less (or not greater) than k, but it may be that when r = k, the (r, u) series is convergent, though the r-series is not so. We shall also show (what is not in itself obvious) that it is divergent, when r is greater than k. It would seem that this last assertion is not necessarily true, when the coefficients are complex. Though the regular coiling (due to the versors, ■*'*, i 2u , ifec.) may not bring the ends of the infinite chain to a finite distance from one another, it is con- ceivable that some farther folding (due to the versors i% i™-..-) might do so.
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