## Exponent Rule for Derivative: Theory & Applications

A brief look into how the exponent rule for derivative is derived, and how to use it to make differentiation faster and easier.

## Logarithm: The Complete Guide (Theory & Applications)

The definitive guide to logarithm: its concept, its applications, its algebraic rules and its expansion into complex numbers.

## Integration Series: The Overshooting Method

A comprehensive guide into the Overshooting Method, and how to use it to find the antiderivatives of a wide range of integrals.

## Quadratic Factorisation: The Complete Guide

An in-depth guide into quadratic factorisation — from basic factoring techniques to AC method to quadratic formula and the general method.

## Derivative of Inverse Functions: Theory and Applications

An in-depth view into how the formula for the derivative of inverse is derived, and how to use it to find the derivative of a wide range of functions.

## Derivative of x^x, x^x^x, and an Introduction to Tetration and Hyper-Exponentiation

An exploration into the derivative of x^x and x^x^x, and the concept of tetration and other hyper-exponentiations.