Stevin, Simon
,
Mathematicorum hypomnematum... : T. 4: De Statica : cum appendice et additamentis
,
1605
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A*DDITAMENTI* S*TATICÆ PARS PRIMA*
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xml:space
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<
s
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xml:space
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">Verumenimverò ut propiùs ad ra-
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tionem ponderum è funibus depen-
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dentium accedamus; </
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<
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">columna A B
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paulum infra deſcĕdat utin hâc figu-
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râ, & </
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<
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xml:space
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">per 3 poſtulatum hoc loco non
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erit ponderis diverſi ab antecedente,
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ubi ſublimiùs pendebat. </
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<
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xml:space
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">Itaque etiam
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proportio 3 conſectario expoſita in
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hoc 4 ſine ulla varietate etiamnum
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permanet.</
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xml:space
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">Tandem in locum columnæ 4 conſectarii aliud pondus ipſi æquale ſubſtitui-
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tor, ſed formæ & </
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<
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xml:space
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">gravitatis materiæ cujuſliber, ut hîc AB. </
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<
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ratum eſt, & </
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C H, ut pondus A B ad partem quæ
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pertinet ad D. </
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ſic pondus A B ad id quod ex E
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ſuſtinetur, denique ut C H ad HI
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ſic pondus ex D ad id quod ex E.</
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<
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">Vnde in promptu erit, ſi ex D C E
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tanquam fune dependeat notũ pon-
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dus AB, notiq́ue ſint anguli F C D,
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F C E, concludere quantum ponderis quilibet iſtorum DC, CE perferat.</
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<
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xml:space
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">Si verò eodem modo è lineis duo pluravé pondera dependeant, ut in ſubje-
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ctâ figurâ A B C D E F, cujus extima firmitudinis puncta ſint A, F, è qua li-
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nea quatuor pondera G, H, I, K ſuſpenſa ſint, etiam ponderis potentiam ab il-
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larum quinque linearum ſingulis AB, BC, CD, DE, EF dependentem
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inveniri poſſe manifeſtum eſt: </
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