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Calculus, the study of change, is arguably the most recognizable and the most difficult of all the maths. Personally, I love math and when giving to the opportunity to take AP Calculus, along with IB Math Methods, it was an offer I could not refuse. However, prior to taking the class I knew nothing about what Calculus actually was. Delving in the study of Calculus, I discovered that it dates back all the way to the Egyptian Moscow papyrus (1820 B.C) with calculations of volume and area, a key concept of Calculus, inscribed within the tablet. There exists a plethora more of other early traces of Calculus, such as Exodus’ concepts of limits (408 B.C.) and Archimedes 's integral calculus (287 B.C.). The reasoning behind the math of these mathematicians is something could not be argued upon at the time, thus their concepts of math came to be known as justifiable truths. It has been centuries since the idea of limits was discovered but it is something that, to this day, is still taught and explored within modern day

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Referring back to my special situation of taking AP Calculus and IB Math Methods, these two maths are considered to be at two different extremes, however at times they intertwine with one another. Such a thing comes in handy especially on test, when I am able to solve an AP Calculus problem using mathematical methodology and concepts learned from IB Math. A great example being using Sandwich Theory for solving for the limit of complex differentiables. So, from my personal experience, I can agree with the idea that mathematics shall always be reliable when proven definitely true. Accepted knowledge involving mathematics because it is logical and supported by testing, is reliable in all instances that various concepts apply