Calculus XII: How To Deal With The Time Derivative

The math behind the study of quantities that change with time!

Published in

Street Science

7 min readNov 18, 2022

Calculus XII: How To Deal With The Time Derivative — An illustration of a car travelling at a fast rate on the left. The driver seems to be a smiling stick figure with a smug look. On the right, the following pink text is written inside a black box: “dx/dt = what ??” — A car travelling at fast rate — Illustrative art created by the author

Welcome to the twelfth entry in the calculus series, where we take a look at how to deal with the time derivative. The time derivative is one of the most fundamental and prominent applications of calculus. So, it is useful for any calculus beginner to spend some time…

Calculus XII: How To Deal With The Time Derivative

The math behind the study of quantities that change with time!

Written by Hemanth