Wednesday, 29 February 2012
Tuesday, 28 February 2012
U.S lag in science, math a disaster in the making
U.S lag in science, math a disaster in the making
By William J. Bennett, CNN Contributor
February 9, 2012 -- Updated 1502 GMT (2302 HKT)
Monday, 27 February 2012
Sample Spaces and Events
An experiment is an occurrence we observe whose result is uncertain.
An experiment is an occurrence whose result is uncertain.
An outcome is some specific aspect of the experiment that we observe.
The sample space for the experiment is the set of all possible outcomes.
Event
Given a sample space S, an event E is a subset of S. The outcomes in E are called the favorable outcomes. We say that E occurs in a particular experiment if the outcome of that experiment is one of the elements of E, that is, if the outcome of the experiment is favorable.
The event E consists of all outcomes in S which are favorable.
The complement, E', of an event E is the event that E does not occur. It is the set of all outcomes not in E.
The union, EF, of events E and F is the event that either E occurs or F occurs (or both).
The interectsion, EF, of events E and F is the event that both E and F occur.
Read
An experiment is an occurrence whose result is uncertain.
An outcome is some specific aspect of the experiment that we observe.
The sample space for the experiment is the set of all possible outcomes.
Event
Given a sample space S, an event E is a subset of S. The outcomes in E are called the favorable outcomes. We say that E occurs in a particular experiment if the outcome of that experiment is one of the elements of E, that is, if the outcome of the experiment is favorable.
The event E consists of all outcomes in S which are favorable.
The complement, E', of an event E is the event that E does not occur. It is the set of all outcomes not in E.
The union, EF, of events E and F is the event that either E occurs or F occurs (or both).
The interectsion, EF, of events E and F is the event that both E and F occur.
Read
Thursday, 23 February 2012
Group (mathematics)
Group (mathematics)
Group theory is a powerful formal method for analyzing abstract and physical systems in which symmetry is present and has surprising importance in physics, especially quantum mechanics.In mathematics, a group is an algebraic structure consisting of a set together with an operation that combines any two of its elements to form a third element.
To qualify as a group, the set and the operation must satisfy a few conditions called group axioms, namely closure, associativity, identity and invertibility
Groups share a fundamental kinship with the notion of symmetry
The concept of a group arose from the study of polynomial equations
The possible manipulations of this Rubik's Cube form a group.
Wiki
DogSchool
Tuesday, 21 February 2012
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