Mathematics has thousands of branches, and each branch means something different to each person. Some may know it as a useful tool that is key to advancing civilizations. Others may simply consider it annoying and a difficult grade in a class. However, mathematics is an important part in everyone's life and can be related to even the smallest part of life. Calculus is one of the main topics of mathematics. The formal study of infinitesimal calculus began in the 17th century by well-known scientists and mathematicians such as Isaac Newton and Gottfried Leibniz, although it is possible that it was already in use in Greek times. It is a mathematical discipline that deals primarily with functions, limits, derivatives and integrals, just to name a few. This discipline has a unique legacy in the history of mathematics. Even though he is torn between the two definitions of Newton and Leibniz, he was still able to create a new mathematical system and was used in a variety of applications. Say no to plagiarism. Get a tailor-made essay on "Why Violent Video Games Shouldn't Be Banned"? Get an original essay There are 2 different calculation fields. The first subfield is called differential calculus. Using so-called derivatives, he studies the behavior and speed with which different quantities change. Using the differencing process, the graph of a function can actually be calculated, analyzed and predicted. The second subfield is called integral calculus. Integration is actually the reverse process of differentiation, which concerns the concept of anti-derivative. A concept, or at least a semblance of it, has already existed for centuries. Although these 2 subfields are generally different from each other, these 2 concepts are linked by the fundamental theorem of calculus. Although it's complicated to use well, calculus has many practical uses, uses you probably won't understand at first. The most common practical use of calculus is when graphing certain formulas or functions. Using methods such as first derivative and second derivative, you can accurately estimate a graph and its dimensions. These 2 derivatives are used to predict what a graph might look like, the direction it is taking at a specific point, the shape of the graph at a specific point (whether concave or convex), just to name a few. While it may not seem like it, calculus can be used anywhere in real life. Physics, engineering, economics, statistics and medicine are all professions that involve calculus. It is used to create mathematical models to arrive at an optimal solution. For example, in physics, calculus is used in many of its concepts. Physical concepts using calculus concepts include motion, electricity, heat, light, harmonics, acoustics, astronomy, and dynamics. Even advanced physical concepts, including electromagnetism and Einstein's theory of relativity, use calculus. In chemistry, calculus can be used to predict functions such as reaction rate and radioactive decay. Meanwhile, in biology, it is used to formulate rates such as birth and death rates. In economics, calculus is used to calculate marginal cost and marginal revenue, allowing economists to predict maximum profit in a specific context. Additionally, it is used to check answers for several mathematical disciplines such as statistics, analytical geometry, and algebra. As you can see, calculus plays a huge role in the real world. For most professions, learning it is the key to success..