Math02

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(Created page with "{{Event |Start date=2011/05/25 08:30:00 PM |End date=2011/05/25 10:00:00 PM |Location=Den Bunker |Type of event=Workshop |Category=Misc |Void org=Yes |Short description=We are go...")
 
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{{Event
 
{{Event
|Start date=2011/05/25 08:30:00 PM
+
|Start date=2012/05/25 08:30:00 PM
|End date=2011/05/25 10:00:00 PM
+
|End date=2012/05/25 10:00:00 PM
 
|Location=Den Bunker
 
|Location=Den Bunker
 
|Type of event=Workshop
 
|Type of event=Workshop
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}}
 
}}
 
{{AgendaPoints
 
{{AgendaPoints
|points=- gathering of attendees and introduction in front of the big whiteboard in the basement entrance
+
|points=* gathering of attendees and introduction in front of the big whiteboard in the basement entrance
 +
 
  
 
Practice and discuss the following (to any attendees interested):
 
Practice and discuss the following (to any attendees interested):
  
- commutativity, associativity, left-to-right, right-to-left and bracket ()[] priorities
+
* commutativity, associativity, left-to-right, right-to-left and bracket ()[] priorities
 +
 
 +
* solving equations
  
- solving equations
 
  
 
}}
 
}}
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Equations:
+
* Equations:
 
With one unknown, two uknowns and possibly (but not likely) three unknowns.
 
With one unknown, two uknowns and possibly (but not likely) three unknowns.
  
Commutativity:
+
* Commutativity:
 
Mathematics .
 
Mathematics .
 
a.
 
a.
 
(of a binary operation) having the property that one term operating on a second is equal to the second operating on the first, as a  × b  = b  × a.
 
(of a binary operation) having the property that one term operating on a second is equal to the second operating on the first, as a  × b  = b  × a.
  
Associativity:
+
* Associativity:
 
Mathematics, Logic .
 
Mathematics, Logic .
 
a.
 
a.
 
(of an operation on a set of elements) giving an equivalent expression when elements are grouped without change of order, as ( a  + b ) + c  = a  + ( b  + c ).
 
(of an operation on a set of elements) giving an equivalent expression when elements are grouped without change of order, as ( a  + b ) + c  = a  + ( b  + c ).
 
{{EventImages}}
 
{{EventImages}}

Revision as of 16:34, 24 May 2012

Note: this article is about a passed event.

Math02
We are going to discuss, learn and practice equations.

An example of an equation is: 2x = 5.

200px
From 2012/05/25 08:30:00 PM
to 2012/05/25 10:00:00 PM
Presenters (1):
001


Type:
Workshop
Category:
Misc
Location:
Den Bunker

Herrystraat 22, Deurne, Belgium

Cost:
0


Agenda points


Practice and discuss the following (to any attendees interested):

Meeting notes

Join note taking during the meeting: http://piratepad.be/p/VoidWarranties


This meeting can only take place if there is someone to teach this math (Koert, for example).


With one unknown, two uknowns and possibly (but not likely) three unknowns.

Mathematics . a. (of a binary operation) having the property that one term operating on a second is equal to the second operating on the first, as a × b = b × a.

Mathematics, Logic . a. (of an operation on a set of elements) giving an equivalent expression when elements are grouped without change of order, as ( a + b ) + c = a + ( b + c ).


Facts about Math02RDF feed
Has CategoryMisc  +
Has Void orgtrue  +
Has cost0  +
Has descriptionWe are going to discuss, learn and practice equations. An example of an equation is: 2x = 5.
Has end date25 May 2012 22:00:00  +
Has event typeWorkshop  +
Has locationDen Bunker  +
Has presenter001  +
Has presenter amount1  +
Has start date25 May 2012 20:30:00  +
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