Philosophical transactions of the Royal Society of London (1700)
Royal Society (Great Britain) · London : Royal Society of London · leaf 419
ngles dxz and déy equai, and the Angle bdw ~ ‘common, they will be fimilar, and. therefore dé will be to £y as dx to xz that is to g3 but becaule ad, bx are parallel, 26 willbe to ^yas dx to xy. Therefore by Equality 4é is to db as. g to xy. But by the Conftruction 4b is to db asg to m, Therefore… … E Ee dit L2 | ANALYSTS. | Let therefore yz be parallel to a2 Therefore the Angle abxcom EN Let the Angle 4yv be made = abx Therefore the Angle .- 4AyU = EX Therefore... | x, v, 7, b,arein a Circle Therefore the Rectangle ^^^ vay = xay —— S Butthe Rectangle — xay — any Re&angle through 4 Theref. the…
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