The Mathematical Monthly, Vol. 3: October 1860 (Classic Reprint) - Hardcover

Inhaltsangabe

Excerpt from The Mathematical Monthly, Vol. 3: October 1860

I. Let A B and 0 D be two diameters of a given circle, drawn at right angles to each other; A E B a circular arc described with radius DA or db. Prove that the area of the lune A E B 0 equals the area of the triangle A D B.

II. Of all isoperimetrical polygons having the same number of sides, the greatest is that which is equilateral.

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