Section 14.3 Partial Derivatives
Ex 51–52: Find $\partial z/\partial x$ and $\partial z/\partial y$.
51
- \(z = f(x) + g(y)\)
- \(z = f(x + y)\)
- \(z = f(xy)\)
52
(a) \(z = f(x)g(y)\)
(b) \(z = f(xy)\)
(c) \(z = f(x/y)\)
51
52
(a) \(z = f(x)g(y)\)
(b) \(z = f(xy)\)
(c) \(z = f(x/y)\)