A function is called homogeneous of degree n if . For example, is homogeneous of degree 2 since
Euler's theorem on homogeneous functions says that if is homogeneous of degree n, then
Prove this theorem.
Can someone just get me started?
A function is called homogeneous of degree n if . For example, is homogeneous of degree 2 since
Euler's theorem on homogeneous functions says that if is homogeneous of degree n, then
Prove this theorem.
Can someone just get me started?