The term 'dy/dx' represents the derivative of a function, indicating the rate of change of the dependent variable 'y' with respect to the independent variable 'x'. It is a fundamental concept in calculus that connects functions and their slopes, providing insights into how one quantity changes in relation to another. Understanding this concept is essential for solving problems related to rates of change and formulating differential equations.
congrats on reading the definition of dy/dx. now let's actually learn it.