Harriot, Thomas, Mss. 6782

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511
511 (256)
512
512 (256v)
513
513 (257)
514
514 (257v)
515
515 (258)
516
516 (258v)
517
517 (259)
518
518 (259v)
519
519 (260)
520
520 (260v)
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page |< < (276) of 1011 > >|
552276
[Commentary:
Powers of (b+c) up to (b+c)5. Each power is calculated from the previous one by multiplication.
Note the use of cossist r for a first power, z for a square, c for a cube, zz for a square-suare or fourth power, ßß for a sursolid or fifth power.
Below the main table is a list of the final sums, including the sixth power (zc), which has not been calculated on this page but which can be deduced from the pattern for the previous cases.
For a similar table see Add MS f. .
]
Forma generationis continuegenerandi figurata
proportionalium ab unitatein binomia radice
per logisticen speciosam:
ad demonstrandum pro parte alium
in numeris analysin.
[Translation: A method of generating figurate numbers from binomial roots in ]
Nota: pro
[Translation: Note: for the ]
Species partium
unius cuisque potentiæ
sunt continue proportionales
ut c ad b
[Translation: The case of a single part where the powers are in continued proportion as c to b.
Et in numeris, sunt
termini minimi si c et b sunt primi &c.
et non in
ratione

[Translation: And in numbers, these are the lowest terms, if b and c are the first,
and they are not multiplied by some ]

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