René Descartes
Cogito ergo sum = I think, therefore I am .
consequently, so, thus, therefore, hence, subsequently, ergo
Cogito ergo sum, which translates to I think, therefore I am.
"Cogito ergo sum", which translates to "I think, therefore I am."
Post hoc ergo propter hoc.
This looks like it really wants to be post hoc ergo propter hoc ("after this, therefore because of this"), but no matter how hard I try I can't get "ergo propter" out of "rge ptporca".
Post hoc ergo propter hoc is a form of the false causality fallacy, which states that because one event happened after another, the first event caused the second. It ignores other possible explanations for the outcome.
There are 8 fallacies:Dicto simpliciterHasty GeneralizationPost Hoc (Ergo Propter Hoc)Contradictory PremisesAd MisericordiamFalse AnalogyPoisoning the wellHypothesis contrary to fact
This is an example of a logical fallacy known as post hoc ergo propter hoc, which infers causation based solely on sequence of events. In reality, the rooster crowing and the sun rising are simply correlated events that occur independently of each other.
The rhetorical device is called post hoc ergo propter hoc, which translates to "after this, therefore because of this." It suggests that because one event happened before another, it must have caused the second event. In reality, the events may be unrelated or coincidental.
Cognito ergo sum translates to "I think, therefore I am". This Latin phase was first used in 1637 by Rene Descartes. It really was not translated into Latin until 1644. Rene Descartes first wrote the phrase in French. He felt that more people would be able to read what he had written if it was in French.
deus Latin = God + veritas Latin = truth my best guess is due to the conjugation making it the subject. Veritas is also conjugated in the nominate. god is truth id est deus veritas ergo propter hoc veritatis deo translates to the truth of god.
Hasty generalization
René Descartes wrote this.The quote translates to "I think, therefore I am".He was a French philosopher and mathematician.
"Ergo" is latin for "therefore".
Ergo is basically equal to 'therefore'.