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minuend
minuend Arith. (ˈmɪnjuːɛnd) [ad. L. minuend-us (sc. numerus), gerundive pple. of minuĕre to diminish.] The number from which another number is to be subtracted.1706 W. Jones Syn. Palmar. Matheseos 12 The greatest of the given Numbers is called the Minuend. 1892 Barn. Smith & Hudson Arith. for School...
Oxford English Dictionary
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Subtractor
, in the general case of calculations on multi-bit numbers, three bits are involved in performing the subtraction for each bit of the difference: the minuend It has two inputs, the minuend and subtrahend and two outputs the difference and borrow out .
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subducend
† subducend Math. Obs. rare. [ad. L. subdūcendus, gerundive of subdūcĕre (see prec.).] = subtrahend.1706 W. Jones Syn. Palmar. Matheseos 16 If the Subducend be taken from the Minuend, there rests the Remainder.
Oxford English Dictionary
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Subtraction
The subtraction of a real number (the subtrahend) from another (the minuend) can then be defined as the addition of the minuend and the additive inverse The minuend is 704, the subtrahend is 512. The minuend digits are , and . The subtrahend digits are , and .
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minorand
† minorand Arith. Obs. [ad. med.L. minōrandus (sc. numerus), gerundive of minōrāre: see next.] = minuend.1709–29 V. Mandey Syst. Math., Arith. 13 The Remainer added to the Subducend, if the Sum makes the Minorand, 'tis right.
Oxford English Dictionary
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subtrahend
subtrahend Math. (ˈsʌbtrəhɛnd) [ad. L. subtrahendus (sc. numerus number), gerundive of subtrahĕre to subtract.] The quantity or number to be subtracted.1674 S. Jeake Arith. (1696) 18 The number to be substracted..called the Subtrahend. 1714 S. Cunn Treat. Fractions 39 Then substract the Numerator of...
Oxford English Dictionary
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-end
-end a formative element representing the termination -endus, -a, -um of the gerundive of Latin verbs in -ēre and -ĕre. Examples are agend, dividend, minuend, repetend, reverend, subtrahend. The meaning of these words is passive, thus agend ‘that which is to be done’. Like -and2 this element has nev...
Oxford English Dictionary
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"Minuend
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Arithmetic
that the difference is the number that, when added to the subtrahend, results in the minuend:
For positive arguments and holds:
If the minuend is If the minuend is smaller than the subtrahend, the difference is negative.
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Question about an infinite sum in which every term is infinite Given the sequence $x_k=\lim_{n \rightarrow 0} \frac{1}{kn^2}$ where $k\in\Bbb{N}$, define an infinite sum $S=x_1-x_1+x_2-x_2+x_3-x_3+...$ Now every $x_...
Your sum $S$ is not well defined. As you say none of the terms in it are well defined. You can get the same behavior from well defined series that are convergent, but not absolutely convergent. A series is absolutely convergent if the series formed by taking the absolute value of all the terms is st...
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JSON-RPC
Version 2.0
Request and response:
--> {"jsonrpc": "2.0", "method": "subtract", "params": {"minuend": 42, "subtrahend": 23}, "id": 3}
<-- {"jsonrpc": "
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What are the names of the terms of a comparison? In addition, we have the augend and addend, and in subtraction, minuend and subtrahend. If I'm running comparisons like `2 < 3`, `4 ≥ 1`, etc., what are the terms 2 & 3...
**Comparand** is the term for the subjects of a comparison, particularly in computing or linguistics. ### References * @Mauro ALLEGRANZA's comment * <
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JSON-RPC
id": 2}
<-- {"jsonrpc": "2.0", "result": -19, "id": 2}
带关联数组参数的 RPC 调用：
--> {"jsonrpc": "2.0", "method": "subtract", "params": {"subtrahend": 23, "minuend ": 42}, "id": 3}
<-- {"jsonrpc": "2.0", "result": 19, "id": 3}
--> {"jsonrpc": "2.0", "method": "subtract", "params": {"minuend": 42, "subtrahend":
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Elementary arithmetic
In elementary arithmetic, the minuend is always larger than the subtrahend to produce a positive result. The method of addition involves augmenting the subtrahend, rather than reducing the minuend, as in the borrowing method.
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