Difference between revisions of "Common Multiplication"

m (Ordinary Multiplication moved to Common Multiplication: Better name; less confusing.)
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In ordinary [[arithmetic]], '''multiplication''' is an arithmetic [[operation]]. The result of multiplying is the [[product]]. If one of the [[number]]s is a [[whole number]], multiplication is the repeated [[sum]] of that number. For example, <math>4\times3=4+4+4=12</math>. The [[inverse]] of multiplication is [[division]].
 
In ordinary [[arithmetic]], '''multiplication''' is an arithmetic [[operation]]. The result of multiplying is the [[product]]. If one of the [[number]]s is a [[whole number]], multiplication is the repeated [[sum]] of that number. For example, <math>4\times3=4+4+4=12</math>. The [[inverse]] of multiplication is [[division]].
  
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* [[Identity]] property: <math>a\times1=a</math>
 
* [[Identity]] property: <math>a\times1=a</math>
 
* [[Inverse]] property: For any <math>x\neq0</math>, <math>x\times\frac{1}{x}=1</math>
 
* [[Inverse]] property: For any <math>x\neq0</math>, <math>x\times\frac{1}{x}=1</math>
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[[Category:Operation]]

Revision as of 22:24, 17 November 2007

In ordinary arithmetic, multiplication is an arithmetic operation. The result of multiplying is the product. If one of the numbers is a whole number, multiplication is the repeated sum of that number. For example, $4\times3=4+4+4=12$. The inverse of multiplication is division.

To multiply fractions, the numerators and denominators are multiplied: $\frac{a}{c}\times\frac{b}{d}=\frac{a\times b}{c\times d}=\frac{ab}{cd}$.

Properties

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