34 De zinzibere ad piper100

Item si eadem ratione queratur quot rotulos piperis quis pro libris \({1 \over 7}\) 23 zinziberis habuerit, describe101
zin. l. tar. pip. ℞
162 13 15
\({1 \over 7}\) 23 \({1 \over 3}\) 4 \({1 \over 2}\) 7
     
46 67  
\({1 \over 5}\) 9 \({1 \over 6}\) 11 \({2~~\phantom{1}5~~\phantom{1}9~~\phantom{1}7 \over 7~~13~~23~~12}\) 48
102 questionem ut hic ostenditur, et multiplica103 162 per 67, que per 15, que per ruptos qui sunt sub 13 et sub 46, hoc est per 3 et per 5: erunt 2442150104, que divide per 13 et per 46 et per ruptos qui sunt sub virgulis105 reliquorum trium numerorum, scilicet per 7 et per 6 et per 2, et coapta eos ut habeas \({1 \over 12}\) in capite virgule propter uncias: exibunt rotuli \({2~~\phantom{1}5~~\phantom{1}9~~\phantom{1}7 \over 7~~13~~23~~12}\) 48106.

  • 100De zinzibere ad piper:   om. R S   De zinzibro ad pipere F
  • 101describe:   describes R
  • 102
    zin. l. tar. pip. ℞
    162 13 15
    \({1 \over 7}\) 23 \({1 \over 3}\) 4 \({1 \over 2}\) 7
         
    46 67  
    \({1 \over 5}\) 9 \({1 \over 6}\) 11 \({2~~\phantom{1}5~~\phantom{1}9~~\phantom{1}7 \over 7~~13~~23~~12}\) 48 (\({2~~\phantom{1}5~~\phantom{1}9~~\phantom{1}7 \over 7~~13~~23~~12}\) 48:   \({0~~2~~\phantom{1}5~~\phantom{1}9~~\phantom{1}7 \over 2~~7~~13~~23~~12}\) 48 α   \({0~~2~~\phantom{1}4~~\phantom{1}9~~\phantom{1}7 \over 2~~7~~13~~23~~12}\) 48 R   om. F)
    (\({2~~\phantom{1}5~~\phantom{1}9~~\phantom{1}7 \over 7~~13~~23~~12}\) 48:   \({0~~2~~\phantom{1}5~~\phantom{1}9~~\phantom{1}7 \over 2~~7~~13~~23~~12}\) 48 α   \({0~~2~~\phantom{1}4~~\phantom{1}9~~\phantom{1}7 \over 2~~7~~13~~23~~12}\) 48 R   om. F) :   om. V
  • 103multiplica:   multiplicabis α R
  • 1042442150 Giusti   2443850 ω
  • 105sub virgulis:   om. F
  • 106\({2~~\phantom{1}5~~\phantom{1}9~~\phantom{1}7 \over 7~~13~~23~~12}\) 48:   \({0~~2~~\phantom{1}5~~\phantom{1}9~~\phantom{1}7 \over 2~~7~~13~~23~~12}\) 48 A G   \({0~~3~~\phantom{1}5~~\phantom{1}9~~\phantom{1}7 \over 2~~7~~13~~23~~12}\) 48 F V   \({0~~2~~\phantom{1}4~~\phantom{1}9~~\phantom{1}7 \over 2~~7~~13~~23~~12}\) 48 R

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