Question

. For homogeneous equation of degree n, n must be

Answer 1

Answer:

A homogenous function of degree n of the variables x, y, z is a function in which all terms are of degree n. For example, the function f(x, y, z)=Ax3+By3+Cz3+Dxy2+Exz2+Gyx2+Hzx2+Izy2+Jxyz is a homogenous function of x, y, z, in which all terms are of degree three.