Algorithms; Arithmetic -- Early works to 1900; Mathematics -- History
+--------------------------+---+---+
| Resultant | 6 | 6 |
+--------------------------+---+---+
| to be multiplied{e} | | 3 |
+--------------------------+---+---+
| the nombre m{u}ltipliyng | 2 | 2 |
+--------------------------+---+---+
If an article happe, there put a cifre in his place, and put hym to the
lift hand{e}, as here:
+-------------------------+---+---+---+
| The resultant | 1 | 1 | 0 |
+-------------------------+---+---+---+
| to be multiplied{e} | | | 5 |
+-------------------------+---+---+---+
| þe nombre m{u}ltiplying | | 2 | 2 |
+-------------------------+---+---+---+
If it be a nombre componed{e}, in the place of the ou{er}er sette
a-side, write a digit that[{14}] is a p{ar}t of the componed{e}, and
sette on the left hond{e} the article, as here:
+-----------------------------+---+-------+---+
| The resultant | 1 |3[{15}]| 2 |
+-----------------------------+---+-------+---+
| to be m{u}ltiplied{e} | | | 4 |
+-----------------------------+---+-------+---+
| þe nombr{e} m{u}ltiplia{n}t | | 3 | 3 |
+-----------------------------+---+-------+---+
[Sidenote: Then antery the multiplier one place. Work as before.
How to deal with ciphers.]
That done, sette forward{e} the figures of the nombre multiplying by oo
difference, so that the first of the multipliant be vnder the last save
one of the nombre to be multiplied{e}, the other by o place sette
forward{e}. Than me shall{e} bryng{e} the last of the m{u}ltipliant in
hym to be multiplied{e}, vnder the which{e} is the first multipliant.
And than wolle growe oþ{er} a digit, an article, or a componed{e}
nombre. If it be a digit, adde hym even above his hede; If it be an
article, transferre hym to the lift side; And if it be a nombre
componed{e}, adde a digit to the figure above his hede, and sette to the
lift hand{e} the article. And all{e}-wayes eu{er}y figure of the nombre
multipliant is to be brought to the last save one nombre to be
multiplied{e}, til me come to the first of the multipliant, where me
shall{e} wirche as it is seid{e} before of the first, and aft{er}ward{e}
to put forward{e} the figures by o difference and one till{e} they
all{e} be multiplied{e}. And yf it happe that the first figure of þe
multipliant be a cifre, and boue it is sette the figure signyficatif{e},
write a cifre in the place of the figur{e} sette a-side, as thus,
{et}c.:
+---------------------+---+---+---+
| The resultant | 1 | 2 | 0 |
+---------------------+---+---+---+
| to be multiplied{e} | | | 6 |
+---------------------+---+---+---+
| the multipliant | | 2 | 0 |
+---------------------+---+---+---+
[Sidenote: How to deal with ciphers.]
And yf a cifre happe in the lower order be-twix the first and the last,
and even above be sette the fig{ur}e signyficatif, leve it vntouched{e},
as here:--
Public-domain text, read in full here on John Shaqi.
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