Formally, the number being subtracted is known as the " subtrahend ", while the number it is subtracted from is the " minuend ".
12.
To multiply a difference ) by a factor, each summand ( or minuend and subtrahend ) is multiplied by this factor and the resulting products are added ( or subtracted ).
13.
In other words, the 9's complement of the difference of two numbers is equal to the sum of the 9's complement of the minuend added to the subtrahend.
14.
The value of the minuend is larger than the value of the subtrahend so that the result is a positive number, but a smaller value of the minuend will result in negative numbers.
15.
When a subtrahend digit, do not borrow from the minuend digit to its left; instead, carry ( add one ) to the subtrahend digit to its left . Here are some examples.
16.
When a subtrahend digit, do not borrow from the minuend digit to its left; instead, carry ( add one ) to the subtrahend digit to its left . Here are some examples.
17.
Continuing the example of, the first variation attempts to subtract 9 from 6, and then 9 from 16, borrowing a 10 by marking near the digit of the subtrahend in the next column.
18.
Addition was indicated by placing the numbers side by side, subtraction by placing a dot over the subtrahend, and division by placing the divisor below the dividend, similar to our notation but without the bar.
19.
The first number ( 5 in the previous example ) is formally defined as the " minuend " and the second number ( 3 in the previous example ) as the " subtrahend ".
20.
In 1678, the publication of Caspar Questel's " De pulvinari morientibus non subtrahend ", ( " " On the pillow of which the dying should not be deprived " " ), initiated debate on the topic.
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