| swiss-algebra-help.com |
![]() |
||||||
Swiss Algebra Help Blog
This Swiss Algebra Help blog is an updated list of any new information available to you through this website, www.swiss-algebra-help.com. It...
Some mathematical quotes:
Source of quotations: http://www-history.mcs.st-and.ac.uk/Quotations/index.html
Apr 1, 2010 Converting fractions (continued)Converting fractions (continued): We end our exploration of the meaning of decimals and what converting fractions to decimals and decimals to fractions really is. A diagramm illustrates the concept. Permalink -- click for full blog post "Converting fractions (continued)" Apr 1, 2010 Converting fractionsConverting fractions in general is the key to understand fractions and decimals. We let you explore why decimals are such a powerful invention in Mathematics. The convertion might look complicated, but in reality, the original idea was to simplify calculations. Permalink -- click for full blog post "Converting fractions" Mar 31, 2010 Equal signsThere are two meaning of the equal signs: exactly so and an example of Permalink -- click for full blog post "Equal signs" Mar 31, 2010 algebra expressionsAlgebra expressions are a mix of numbers, letters and arithmetics but without the sign of equal. They are often used to represent relations in nature, sciences and economics. Permalink -- click for full blog post "algebra expressions" Mar 31, 2010 Order of operationsThe order of operations is a convention between mathemacians who created it to solve algebraic expressions and equations. it's one of the backbones of the whole mathematics. Permalink -- click for full blog post "Order of operations" Mar 31, 2010 Simplify algebra expressionsThe correct way to simplify algebra expressions is to look at them back and forth at different level of detail and the follow the simple arithmetic and algebraic rules in the proper order. Pre-knowledge of arithmetics, exponential rules, the minus sign, orders of operations and operations with fractions is essential. Permalink -- click for full blog post "Simplify algebra expressions" Mar 31, 2010 Swiss Algebra HelpSwiss algebra help is for those who would like to understand mathematics and not just doing Permalink -- click for full blog post "Swiss Algebra Help" Mar 31, 2010 Al KhwarizmiAl khwarizmi was the nickname of Mohammad Ibn Musa, a scholar from probably Uzbekistan who lived in Bagdad between 780-850 AD and from one his work in arabic the name algebra was created. Permalink -- click for full blog post "Al Khwarizmi" Mar 29, 2010 Converting decimals to fractionsWe show the way for converting decimals to fractions manually. Enough examples to make it clear, yet not so usefull for really understanding the meaning of proportional reasoning nor fractions. Permalink -- click for full blog post "Converting decimals to fractions" Mar 29, 2010 Decimal notationThe decimal notation is a way of espressing ALL numbers with just 10 simbols. Each of the symbols assume a different meaning according to its position: the place value. Permalink -- click for full blog post "Decimal notation" Mar 28, 2010 Basic AlgebraBasic Algebra can be described as generalized arithmetics where letters represent numbers. Permalink -- click for full blog post "Basic Algebra" Mar 28, 2010 DelorieDelorie testing, internal file only Permalink -- click for full blog post "Delorie" Mar 27, 2010 Simon StevinSimon Stevin was a flemish /Belgian) engineer and mathematician who developed the decimal notation and disseminated this very important idea which extend we and importance we hardly understand even today. Permalink -- click for full blog post "Simon Stevin" Mar 25, 2010 Reducing FractionsReducing fractions simply means to find a way to deal with smaller numbers without loosing the same proportion of the original fraction. In other words it means to find an equivalent fraction where the numerator and denominator are as small as possible. Permalink -- click for full blog post "Reducing Fractions" Mar 25, 2010 Equivalent fractionsEquivalent fractions are two or more fractions which express the same value ( the same ratio ) but are written in a total different. Like when you dress up in a costume it's still you but you look differently! Permalink -- click for full blog post "Equivalent fractions"
From the Swiss algebra help blog back to the homepage
|
|||||||
|
Stay in touch with nature. It's full of mathematics!
Enjoy This Site?
Then why not use the button below, to add us to your favorite bookmarking service? |
|||||||
|
| Homepage | About Us |Study Tips |Contact | This Website is Powered by Site Build It! - and I would never use anything else.
|
|||||||
|
| |||||||