'Theory of association (TOK) Essay\n\nHow does the mathematicians cognition disaccord from that of the scientist?\n\nThis question implies discussing how the familiarity acquired by mathematicians resists from that acquired by scientists.\n\nDefining maths is neer easy. virtu entirelyy claim it is an art, others that it is a science, yet others that it is a tool. maths is similarly hard to drive on the symbolize of homosexual endeavors. Should it be placed by the natural sciences, or does it belong unneurotic with philosophy among the human sciences? These questions arise from other, more than foundational questions: What sort of acquaintance does mathematics lay off? What distinguishes the association implicated with mathematics? And How does the mathematicians knowledge differ from that of the scientist? I am not intending to service completely(a) these questions, however am go forth the former questions dissonant to concentrate on the latter, on how the nume rical knowledge differs from scientific knowledge.\n\nThe most conterminous answer that introductory pops into your mind is the circumstance that, while all the sciences are desperately trying to key out what already is in the factual world, mathematics is only concerned with itself and the rather miserable world build up almost it. We only overeat into it what instals hotshot, thwarting all obscure and nonsensical knowledge as erroneous, as non-mathematics. The scientists screw not do this. However sable and sometimes nonrational and insane the recent observations within quantum physical science may seem, we endnot only when ignore them. Until reform explanations are presented we be possessed of to stick to the ones we redeem because it makes most sense.\n\nMathematicians rarely deal with what makes sense and what does not. A numeric opening is both correct or is not. Either the theory is foldn to kick the bucket, or it is quickly discarded. Mathematics has no dwell for doubts. Even if all mathematicians stand up and say We do not pick up this. if it is possible to prove it, it is a fact.\n\nWhich leads us to the process of fitting knowledge. Scientists usually work by heart of observation. They observe, and draw conclusions from what occurred. For the knowledge is already there, delay to be harvested. Mathematicians, on the contrary, obtain knowledge by make it up as they go. Mathematics is never there until we make it up. With sciences, if there is goose egg to observe, no parvenue knowledge can be obtained. In mathematics, however, if there is naught to start with, it is kind of easy...If you want to get a blanket(a) essay, order it on our website:
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