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Theory of Knowledge
Without the assumption of the existence of uniformities there can be no knowledge.
One of the presumptions of acquiring knowledge, particularly knowledge in a scientific or mathematical context, is that there must be causal relationships that can be observed or intuited between different phenomena. Human beings base their behaviors on this presumption on a regular basis. We wake up in the morning to the sound of an alarm clock and assume we can shut off that alarm using that particular button because we did so on previous occasions. We do not assume that every experience with an alarm clock is a new encounter. Similarly, we assume that the laws of gravity will secure ourselves in place to the earth and we will not go flying off into space. In science and math, the presumption that natural and mathematical laws have a consistent and abiding existence (even with certain exceptions) and that causality can be deduced ensures that when the same cause is generated between two distinct phenomena, the same result will occur again.
Knowledge may be observed in an inductive fashion, in other words, different phenomena in a variety of contexts may be observed. But deductive logic is still required to arrive at certain basic principles. Deductive...
Technology has now reached such dizzying heights that it attempts to give us here and now the Empyrean that Galileo's telescope neglected to find. How has it worked? Perhaps that should be the subject of another discussion. All the same, it is interesting to note that modern science is still attempting to explain the mysteries of the universe that in the medieval world were simply accepted on faith as
Knowledge? We are often faced with a thorny predicament when asked to pit fact against faith. Such a delicate endeavor is the one posed in the question above. Reliance or submittal of evidence is most often associated with the pursuit of proof. Therefore, evidence becomes a means of achieving truth through empirical observations and objective facts. Conversely, beliefs are commonly linked to feeling and faith. While evidence is needed to
science is the supreme form of all knowledge. Is this view reasonable, or does it involve a misunderstanding of science or of knowledge? The Greeks trumpeted a sound mind and sound body, but even within the sound mind component, there is a clear breakdown: the hard sciences and the cultural sciences. The International Baccalaureate Organization, in its curriculum choice and assessment criteria, establishes firmly that both traditional sciences and cultural
This occurred in 330 BC, and Zoroaster's date would then be 588 BC, and this date we may take to refer to the initial success of his prophetic mission which consisted in the conversion of King Visht-spa when Zoroaster was forty years old. Since he is traditionally said to have lived seventy-seven years, we will not be far wrong in dating him at 628-551 BC. It seems also to
Susan K. Peterson and associates (1988) conducted a study on the impact of the use of manipulatives on different kinds of students and concluded that the result of using manipulative was positive for both gifted and disabled students (Peterson, Mercer & O'Shea, 1988). Joseph Martinez (1987) also explained that the use of solid manipulatives made studying math more fun as well as less hectic and demanding for most of
Mathematics is closely connected to economics, commerce and business modelling, as well as systems for military weapons. Due to the widespread of its use, it was noted that students in the U.S. were beginning to perform a little worse in mathematics than children from other countries worldwide. Mathematical knowledge among citizens was considered a very important factor for a country to be a leading world power. Assessment activities have been
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