Full text: Musschenbroek, Petrus: Physicae experimentales, et geometricae de magnete, tuborum capillarium vitreorumque speculorum attractione, magnitudine terrae, cohaerentia corporum firmorum dissertationes

Datur differentia 6 perticarum in diſtantia E ? inter Proble-
ma XXX & hoc XLII. ſed hæc eſt exigua.

335. Problema XLIII.
Triangulum E V ?. Leida, Trajectum, Alcmaria.

Per Problema XX datur E V diſtantia inter Leidam \\ & Ultrajectum # 11589. 8.
Per Problema XXX datur E ? diſtantia inter Lei- \\ dam & Alcmariam # 14730. 5.
Ex obſervatis autem datur per Problema XXVII an- \\ gulus V E I # 77 gr. 51`; 30``;.
Et per Problema XLII angulus ? E I # 3 gr. 56`;, 15``;.
Unde conſlatur totus V E ? # 81 gr. 47`;, 45``;.
Atque hinc datis cruribus cum angulo ab ipſis com- \\ prehenſo dabitur baſis V ?, diſtantia inter Trajectum \\ & Alcmariam # 17406. 7.
Et angulus E V ? # 56 gr. 56`;, 25``;.
Et angulus V ? E # 41 gr. 15`;, 49``;.

336. Problema XLIV.
Triangulum V L ?. Trajectum, Bommelia, Alcmaria.

Per Problema XXXI datur V L diſtantia inter Bom- \\ meliam & Trajectum # 8490, 6, 4.
Et per Problema XLIII datur V ? diſtantia inter Tra- \\ jectum & Alcmariam # 17406, 7.
Ex obſervatis datur in Prob. XXXII. angulus L V R # 62 gr. 16`;.
Angulus R V E per Probl. XXI. # 54 gr. 25``;.
Angulus E V ? per Probl. XLIII # 56 gr. 56`;, 25``;.
Unde totus L V ? datur # 173 gr. 37`;, 25``;.
Et per doctrinam Triangulorum eruetur baſis L ? \\ diſtantia inter Bommeliam & Alcmariam # 25953, 8.
Et angulus V L ? # 4, 16`;, 12``;.

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