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Intrigued? The first thing you should know is that this blog post will give you a better understanding of Calculus, which is an important subject in math. And it doesn't matter whether or not you're studying mathematics, physics, engineering, or any other science-related subject. Knowing about calculus will make your understanding of other disciplines better. For more information on calculus read our article on how to become a mathematician by clicking here. As I've already stated, calculus is the mathematical study of change. And it's so vital because physics deals with the study of change, too - it's simply studying more advanced physics. When you run across something that changes over time, you need to understand the difference between change and progress. Understanding this difference is key to understanding calculus. Understanding these two notions is the basis of calculus itself. And this will allow us to break down what calculus is really all about. If you're struggling to understand calculus, read on. What Is Calculus? Calculus is the study of change. The word 'calculus' comes from the Latin for 'small stone' and was used to describe calculation by way of small pebbles (made from dumb stones) and sand (the calculation table). The concept of calculus was discovered independently in 1637 by both Isaac Newton and Gottfried Leibniz. It later became known as Newton's method, which allowed an approximate solution of a problem to be found by finding a shortcut to successively better trials until the answer is reached. This process makes it faster than finding the solution through regular trial and error. Calculus is also applied to the mathematical study of change. That's because calculus allows us to make predictions about the future based on observations of the present (you can't accurately predict the future, but you can make estimates). Calculus provides us with a way to find solutions for differential equations - this is what gives calculus its name. A differential equation is a type of equation that describes one variable that changes over time. The solution to a differential equation represents something (such as a force or velocity) and how it changes and how it acts over time (we discussed these ideas in our article on matrices and introductory physics). Calculus is often used in physics, mathematics, and engineering. It allows you to take a problem and break it down so that it can be solved much quicker than in the past. We'll see how in the rest of this post. There Are Four Main Types of Calculus: Differential Analysis: The use of calculus to find the rate of change (differential) and also to find velocities (differentials) in objects such as fluids, projectiles, waves, electromagnetic fields and thermodynamic processes. These functions are typically found in applications such as fluid mechanics, hydrodynamics and electrodynamics. cfa1e77820
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