Harriot, Thomas, Mss. 6784

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583292
[Commentary:
This page contains a reference to from Euclid's Elements.
Into a given circle to fit a straight line equal to a given straight line which is not greater than the diameter of the circle. ]
De
[Translation: On ]
Sit circulus CEB datis. et puncta A extra
circulum. Ducere rectam linea a puncto A
ad E, ut DE sit æqualis H. oportet ut H sit
minor
[Translation: Let there be a circle CEB, and a point A outside the circle. Draw a straight line from the point A to E so that DE is equal to H. It is necessary that H is less than the diameter.
Sit factum: Et:
Ducatur AC contingens quæ vocatur c
et sit AD, a: et DE, b
[Translation: Let it be done. And draw the tangent AC, which is called c. and let AD=a and DE=b.
referenda a hac prop. ad 1.4
[Translation: This proposition is to be referred to Elements ]

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