Question

if z is a homogeneous function of degree n , then Euler's formula indicates that​

Answer 1

Answer:

Step-by-step explanation:

here is a theorem, usually credited to Euler, concerning homogenous functions that we might be making use of. A homogenous function of degree n of the variables x, y, z is a function in which all terms are of degree n.

Answer 2

The Euler's formula indicates that​ x * ∂z⁄∂x + y * ∂z⁄∂y = n*z.

Step-by-step explanation:

• Euler’s theorem is utilized to set up a relationship between the halfway subordinates of a work and the item of the work with its degree.
• Since the given function is homogeneous of order n, Therefore by Euler's theorem x ∂z⁄∂x + y ∂z⁄∂y = n*z.