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- W2796330422 abstract "The chief object of this paper is to investigate a method of obtaining from any proposition connected with the inscribed circle of a plane triangle a corresponding proposition connected with one of the escribed circles of a plane triangle. If we let a , b , c represent three lengths and A , B , C three angles, with the following limitations: I. All six quantities must be positive, II. A + B + C = π , III. we can regard a , b , c , A , B , C as the sides and angles of a plane triangle, and then by the methods of Algebra and Trigonometry we can deduce a number of algebraical and trigonometrical relations connecting them." @default.
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- W2796330422 date "1898-06-01" @default.
- W2796330422 modified "2023-09-23" @default.
- W2796330422 title "On the Connection between the Inscribed and Escribed Circles of a Triangle" @default.
- W2796330422 doi "https://doi.org/10.2307/3604680" @default.
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