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# Title: Erhardi Weigelii Sacrae Caesar. Maiest. ut & Com. Pal. Sultzb. Consiliarii, Supr. Artium Archit. Directoris Saxo Ien. Mathemat. PP. totius Academiae Senioris, Philosophia Mathematica (shelfmarks Leibn. Marg. 65; ZEN Leibn. Marg. 65)
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VERITATIS SPECIFICA.
L. C alus: daca bali rorius de alcicudi
nibus uerisque.
SicPrramis trincata cujus batis quadrata
ZYXF. 4. PerF. Otarum (Quoavis latus LY. 2.
pert.) Alcitudo Om. 8. pert. Altitudo comples
menti mc. 4. Pert quaeritur.
T. Ciapacitas Prramidis completa ZCX.
BatIS
4 PerC.
Alticudo Om C 12 perc. mule.
7
A8 Capacitaserilmatis aque alei
E6 Ciapacicas Pyram. Complctr.
II. Capacitas complementi, de primo quidem
Balis quadrata complementi, quae trontem
Facit trumcatae.
(1) Pro Semidiasonali ba seos XO. Fig. 113.
Tocius Diagonalis ricum est duplum x bale-
05 4. Dupli vero (8) radix 2. pert. 81 211 eA ip (2
Dingonalis XZ. Cujus dimidium XO. L. PerI.
41X11. est Semidiagonalis.
(2) Pro Semidiasonali Froncis n 
VEC0. 2d OX:: ita Cm. ad mn.
12.  2.41TII  4. CaCIL 417I1.
1.
Cujus duplum est Diasonalis Fronts 91 1II.
(3d Pro latere De LirOnES BSo
Diasonalis 9IAII.
Ccum CjIS 883611
a
Dimidium 44 1811. est erum Froncis.
CC2
Coujus