Difference between revisions of "Radical"

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'''Radical''' is marked by a considerable departure from the usual or [[tradition]]al, Extreme; tending or disposed to make extreme changes in existing views, habits, conditions, or institutions : of, relating to, or constituting a political group associated with views, practices, and policies of extreme change : advocating extreme measures to retain or restore a political state of affairs, According to Webster's. [http://www.m-w.com/dictionary/radical]
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'''Radical''' is marked by a considerable departure from the usual or [[tradition]]al, Extreme; tending or disposed to make extreme changes in existing views, habits, conditions, or institutions : of, relating to, or constituting a political group associated with views, practices, and policies of extreme change : advocating extreme measures to retain or restore a political state of affairs<ref>http://www.m-w.com/dictionary/radical</ref>.
 
   
 
   
 
A '''radical''' (in political history) was a member of the [[liberal]] party in the [[French]] National Assembly.
 
A '''radical''' (in political history) was a member of the [[liberal]] party in the [[French]] National Assembly.
  
 
In [[mathematics]] a radical is a square root or other root.  
 
In [[mathematics]] a radical is a square root or other root.  
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==References==
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<references/>
  
 
[[Category:Mathematics]]
 
[[Category:Mathematics]]
 
[[Category:Political Terms]]
 
[[Category:Political Terms]]

Revision as of 22:55, August 11, 2011

Radical is marked by a considerable departure from the usual or traditional, Extreme; tending or disposed to make extreme changes in existing views, habits, conditions, or institutions : of, relating to, or constituting a political group associated with views, practices, and policies of extreme change : advocating extreme measures to retain or restore a political state of affairs[1].

A radical (in political history) was a member of the liberal party in the French National Assembly.

In mathematics a radical is a square root or other root.

References