Calculus is often viewed as a tool for problem-solving, like rates of change and optimization.
Coding offers a perspective on change through functions, loops, and variables, showcasing transitions in states.
The derivative symbolizes more than just slope; it hints at what comes next, while the integral encapsulates all previous moments.
The article delves into the intertwined nature of math, code, and philosophy, exploring how they combine to decode changes and the deeper meanings behind them.