This article explores the Fourier Transform table in-depth, illuminating its elements and providing insights into its numerous uses in the modern digital era. Defining Fourier Transform Table The Fourier Transform table is a table that lists common functions ( f(t) ) alongside their respective Fourier transforms ( F(omega) ). The frequency domain representations (Fourier Transforms) […]

# Category Archives: Calculus

The antiderivative, also called the integral of a function, is the inverse process of taking the derivative of a function. When we have a function $dfrac{p}{q}$ where $q neq 0$, then such an expression is called a fraction, and if we take the antiderivative of such a function, then it will be called the antiderivative […]

We examine the integral of a constant, which is a fundamental tool that plays a pivotal role in the grand scheme of mathematical concepts. It allows us to tackle problems involving areas, volumes, central points, and many other situations where adding infinitely many infinitesimal quantities is required. One of the simplest cases of integration, yet extremely […]

This article aims to shed light on the derivative of secant inverse, exploring its fundamental properties, applications, and the inherent elegance it brings to mathematical analysis. So, let us embark on this mathematical journey and delve into the depths of the derivative of secant inverse to uncover its hidden treasures. Defining The Derivative of Secant Inverse […]

In this post, we will go deeply into the fascinating realm of the derivative of absolute value, solve its puzzles, and investigate its uses. This voyage promises intriguing insights, whether you’re a student seeking clarification or a maths enthusiast pursuing curiosity. Defining Derivative of Absolute Value The derivative of absolute value (function) is defined as […]