## Partial Derivatives

Find the partial derivative of f (x, y, z)= e^ {xyz^2} f (x,y,z) = exyz2 with respect to x, y x,y and z z. Evaluate f_ {xyz} (1,0,1) f xyz(1,0,1). We have a function of three variables: x, y x,y

## Introduction to partial derivatives (article)

If we wanted to find out how V changes if we only increased or decreased r, we would take the partial derivative of V with respect to r. V = \pi r^2 h V = πr2h \frac {\partial V}