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To Divide a Circle into Any Number of Equal Parts.
Roxbury, Mass., Dec. 10, 1901. To the Editor:
I am greatly interested in the lessons on " Mechanical Drawing" and accept your invitation to write of any matters of interest, and so present another method of inscribing a polygon of any number of sides, or, as it is sometimes stated, "to divide a circle into any number of parts." I prefer this method, as I think it quicker and easier. The enclosed sketch will illustrate how it is done. The circle A B C is to be divided into five equal parts. The diameter D E is divided into five equal parts, as given by Mr. Childs. Then with D and E as centers, and D E as radius, describe two arcs intersecting each other at G. From the intersection at G draw the line G 2', which is continued to the circumference at H. The arc D H is one-fifth of the circle. With the dividers step off the remaining parts. Care must be observed by either method to insure accurate results. Y.

 
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