The Kansas University Quarterly, Vol. I, No. 2, October 1892

The Kansas University Quarterly, Vol. I, No. 2, October 1892

The Kansas University Quarterly, Vol. I, No. 2, October 1892This paper contains a summary of the work...
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The Kansas University Quarterly, Vol. I, No. 2, October 1892

The Kansas University Quarterly, Vol. I, No. 2, October 1892

$19.99 $9.99

The Kansas University Quarterly, Vol. I, No. 2, October 1892

$19.99 $9.99
Author: Various
Format: eBook
Language: English

The Kansas University Quarterly, Vol. I, No. 2, October 1892

This paper contains a summary of the work done during the last school year by my class in Modern Geometry. Since many of the results were suggested or entirely wrought out by class-room discussion, it becomes practically impossible to assign to each member of the class his separate portion. Many of the results were contributed by Messrs. M. E. Rice, A. L. Candy, H. C. Riggs, and Miss Annie L. MacKinnon. The reader who is not familiar with the method of Geometric Inversion should read Townsends Modern Geometry, chapters IX and XXIV; or a recent monograph entitled, Das Princep der Reziproken Radien, by C. Wolff, of Erlangen. The terms of the second degree show that the origin is a double point on the cubic; and is a crunode, acnode, or cusp, according as the conic is a hyperbola, ellipse, or parabola. The terms of the third degree break up into three linear factors, viz: gx + fy, x + iy, and x - iy, which are the equations of the three lines joining the origin to the three points where the line at infinity cuts the cubic; thus showing that the cubic passes through the imaginary circular points at infinity. [Pg 48] ......Buy Now (To Read More)

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Ebook Number: 61188
Author: Various
Release Date: Jan 17, 2020
Format: eBook
Language: English

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