84
De192 cantare vendito pro soldis et ruptis
Item cantare valet soldos \({1 \over 4}\) 27, hoc est soldos 27 et denarios 3; quantum

|
⑩ 109 s. |
℞ |
\({1 \over 4}\) 27 |
100 |
⑤ |
⑥ |
pensa per 11 |
127 |
\({\phantom{1}3~~\phantom{1}4~~\phantom{1}6 \over 10~~10~~12}\) 11 |
\({1 \over 3}\) 42 |
|
|
193 valent ergo
194 rotuli \({1 \over 3}\) 42? Multiplica 27 per 4 et adde 1; erunt 109. Item multiplica 42 per 3 et adde 1; erunt 127, que multiplica per
195 109; erunt 13843, que divide per 100 et per 3 et per 4, hoc est per \({\phantom{1}1~~\phantom{1}0~~\phantom{1}0 \over 10~~10~~12}\): exibunt soldi \({\phantom{1}3~~\phantom{1}4~~\phantom{1}6 \over 10~~10~~12}\) 11.
85
De196 eodem pro soldis et denariis
[F:38r] Item cantare valet
197 soldos 26 et denarios 5, hoc est soldos \({5 \over 12}\) 26; quantum valent ergo rotuli \({5 \over 8}\) 31? Multiplica 26 per 12 et adde 5; erunt denarii 317. Item multiplica 31 per 8 et adde 5; erunt 253, que multiplica per 317; erunt 80201
198, que divide per \({1~~\phantom{1}0~~\phantom{1}0~~\phantom{1}0 \over 8~~10~~10~~12}\): exibunt \({1~~\phantom{1}5~~\phantom{1}2~~\phantom{1}4 \over 8~~10~~10~~12}\)
199 8
86
De200 eodem pro soldis et denariis et ruptis
Item cantare, hoc est rotuli 100, valet
201 soldos \({1~~1~~\phantom{1}5 \over 4~~3~~12}\) 28, hoc est soldos 28 et denarios \({1 \over 4}\) \({1 \over 3}\) 5; quantum valent ergo libre \({2 \over 7}\) 7? Quamvis rotuli 100 et libre \({2 \over 7}\) 7 sunt unius generis, tandem non sunt ex una qualitate
202 vel pondere, quia 100 sunt rotuli et \({2 \over 7}\) 7 sunt libre.
87

|
⑦ 4099 s. |
l. |
\({1~~1~~\phantom{1}5 \over 4~~3~~12}\) 28 |
158 |
⑤ |
⑦ |
pensa per 11 |
51 |
\({5~~2~~59~~\phantom{1}3 \over 7~~8~~79~~12}\) 1 |
\({2 \over 7}\) 7 |
|
|
203 Quare aut de libris \({2 \over 7}\) 7 faciendi sunt rotuli aut de rotulis 100
204 faciende sunt libre, ut sicuti sunt ex uno genere ita sint unius quantitatis, scilicet unius ponderis, vel rotuli sint
205 ambo vel libre. Faciamus quidem de rotulis 100 libras, et erunt libre 158 Pisis, sed alias sunt libre 150, que ponantur in questione pro venditione pretii.
88
Deinde multiplica 28 per suam virgulam; erunt 4099. Item multiplica 7 per 7 et adde 2; erunt 51, que multiplica per 4099; erunt 209049, que divide per 158 et per fractiones que insimul coaptate
206 faciunt \({1~~0~~0~~\phantom{1}0~~\phantom{1}0 \over 3~~7~~8~~79~~12}\): exibunt soldi \({0~~5~~2~~59~~\phantom{1}3 \over 3~~7~~8~~79~~12}\)
207 1. Vel multiplica tantum tertiam de 51, scilicet 17, per 4099, et tolles 3 de virgula, quia semper in omnibus questionibus in quibus multiplicatio et divisio cadunt
208, debes observare modum evitandi
209 supradictum.