Harriot, Thomas, Mss. 6785

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307154
[Commentary:
This page contains a symbolic version of Euclid, . Harriot observes that this is the same as Proposition .
To cut a given straight line so that the rectangle contained by the whole and one of the segments equals the square on the remaining segment.
To cut a given finite straight line in extreme and mean ratio. ]
c) propositiones 2i
[Translation: Propositions from the second book of ]
11.p) est etiam : e.6 p.
[Translation: Proposition 11 is also Proposition ]

Data AB
Facere AH.AH=AB.HB (hoc est AB,AH:AH,HB ut e,6. p.
[Translation: Given AB, make AH.AH=AB.HB. (that is, AB:AH=AH:HB as in Proposition VI.30.)

[Translation: ]

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