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[Commentary:
On this page, a continuation from Add MS
f. , Harriot lists and proves Propositions 7 to 11 from the 'ALIUD' in Chapter XIX of Viète's Variorum resposorum liber VIII
(Viete 1593d, Chapter 19, . ]
Vieta lib. 8. resp.
pag.
[Translation: Viète, in Responsorum liber VIII, page ]
pag.
[Translation: Viète, in Responsorum liber VIII, page ]
Lemma, satis evidens ex elementis:
ad demonstrandam 7am prop.
[Translation: Lemma, sufficiently evident from the fundamentals; used for the demonstration of the 7th proposition.
]
ad demonstrandam 7am prop.
[Translation: Lemma, sufficiently evident from the fundamentals; used for the demonstration of the 7th proposition.
]
Ergo pro 7a
[Translation: Therefore for the 7th ]
[Translation: Therefore for the 7th ]
2. Alia dispositio terminorum lemmatis
ad demonstrandam 7am
[Translation: 2. Another arrangement of the terms in the ]
ad demonstrandam 7am
[Translation: 2. Another arrangement of the terms in the ]
Ergo pro 8a
[Translation: Therefore for the 8th ]
[Translation: Therefore for the 8th ]
per 5tam
Et alterne
Ergo
Et
[Translation: By the 5th
And alternately
Therefore
And ]
Et alterne
Ergo
Et
[Translation: By the 5th
And alternately
Therefore
And ]
Ergo pro 9a: per 7am
[Translation: Therefore for the 9th; by the ]
[Translation: Therefore for the 9th; by the ]
3. Lemmatis
[Translation: 3. A variation of the ]
[Translation: 3. A variation of the ]
Ergo pro 10a: per 7am.
per 6a
[Translation: Therefore for the 10th; by the ]
per 6a
[Translation: Therefore for the 10th; by the ]
4. Lemmatis
[Translation: 4. A variation of the ]
[Translation: 4. A variation of the ]
Ergo pro 11a: per 7am.
per 5a
[Translation: Therefore for the 11th; by the ]
per 5a
[Translation: Therefore for the 11th; by the ]
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