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Trigonometria (1658)

Newton, J. · leaf 15

An illustration from Trigonometria, 1658, leaf 15
arch, and of the fum of the fines of the firft and third. Demonfiratw. Let the equi-difterent arches be A B, A C, & A D, then is B C the differencebetween A C and A B equal to C D the difference between A D and A C, and making F C e-qual to C A, if A D be extended to F, the angles CF D and B A… … the angles F D C and C B A are equal, and the triangles ABC and C F D arc equal alfo, bythe fourth of the firft of Euclid, and therefore C D being equal to C B, and F C to A C, bycon-ftruction, F D is alfo equal to A B, and F A is the fumme of A B and *AY). and the fquare ofA C is equal 10 the…

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