If w = f(x,y,z) has continuos partial derivatives, x = s + t, y = s^2 - t^2, and z = s*t, show that s*dw/ds + t*dw/dt = x*dq/dx + 2*y*dw/dy + 2*z*dq/dz
4. Ifw-(x,y,z) has continuous partial derivatives, x-s + t, γ-32-12 , and z-st, show that
Find dw/as and dw/at using the appropriate Chain Rule Function Values x=e, y=e dw ds dw dt Evaluate each partial derivative at the given values of s and t. dw ds dw dt Submit Answer Save Progress
