Descartes' Use of Methodological Doubt.

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8 Feb. 2004

Descartes’ Use of Methodological Doubt

        Rene Descartes was a learned man, who has come to know many things.  As he grew older he decided he wanted to start a search for the absolute truth.  He says that people follow opinions that may be in fact quite uncertain and take them to be indubitable.  In his quest for the truth he found it necessary that he do the opposite and doubt everything.  During this process something may come out as entirely true.  He has come to this conclusion because he realizes that the sense can sometimes deceive.  He comes up with four rules to understanding one’s reason.  First, he says never accept anything as true until you have seen them clearly and distinctly.  Second, one should divide any problem in as many parts as possible.  Third, one should conduct his thoughts orderly.  Finally, make complete enumerations.  

        Descartes reject all truths until one can see them clearly and distinctly.  He says everything that one thinks he knows has come from his senses.  The senses, however, can deceive us.  His proof for this is that, he is able to see the same things while he is asleep as he can while being awake.  We cannot depend on our senses in this way.  If the same thoughts and images can come to us while we are sleeping, then it is possible that what we sense while awake can also be false.  One must be able to see the truth as distinct and clear in order for it be recognized as true.  Once it is clear and distinct from any other thing or truth, then is it possible to know that it is and does exist as true.

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        Secondly, Descartes says to divide all problems into as many parts as possible.  He says it is difficult to look at a problem in its entirety and be able to come up with a correct and concrete conclusion.  By dividing the problem into separate parts one can examine each part on its own and avoid any complications to coming to conclusion.  It is easy to oversee all possible conclusions when looking at the problem as a whole.  After, it is broken down into smaller parts it is the possible for one to come up with a clear and distinct conclusion. ...

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