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To add decimals wherein
are single reptends—
Make every line end at
the same place filling up
the vacancies by the repeating
digits and annexing
a cypher or cyphers
to the finite terms then
add as before only increase
the sum of the right hand
row with as many units
as it contains nines &
the figure in the Sum
under that place will be
a repetend —
To subtract finite decimals.
Having first set down the
greater the two numbers
given whether it be a whole
number mixed number or
decimal set down the less
under it according to the
directions given in addition
then subtract as in whole
numbers imagining all
the vacant places filled
with cyphers —
To subtract decimals that
have repetends —
Make the repetends similar
and conterminous &
subtract as in the last
case observing only if the
repetend of the number to
be subtracted be greater
than the repetend of the
number it is to be taken
from then the right hand
figure of the remainder
must be less by unity
than it would be if the
expressions were finite &
the repetend in the remainder
will consist of as many
places as there are in
the other two numbers.
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When both factors are
finite decimals whether
they are single or joined
with integers,
Multiply them as
if they were all whole numbers
and from the product
towards the right hand cut
off so many places for
decimal parts in the
product as there were
in both the multiplier &
multiplicand counted together
but if it so happen
that there are not so many
places in the product
supply the defect by prefixing
cyphers —
Two decimal fractions
being given to reserve in
their product any assigned
number of places —
Sets the Units place
of the multiplier directly
under that figure of the
decimal part of the multiplicand
whose place
you would reserve in the
product and insert the
order of all its other places
that is the write the decimals
on the left hand
and the integers if any
on the right —
Then in multiplying
always begin at that
figure of the multiplicand
which stands over the
figure wherewith you are
then multiplying setting
down the first figure of
each particular product
directly underneath one
another due regard being
had to the increase which
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Identifier: | JB/135/080/003"JB/" can not be assigned to a declared number type with value 135. |
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135 |
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080 |
decimal fractions |
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003 |
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private material |
2 |
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recto |
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sir samuel bentham |
1798 |
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1798 |
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46198 |
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