Determine whether the function is homogeneous and determine its degree if it is.
A) homogeneous, the degree is 4
B) homogeneous, the degree is 5
C) not homogeneous
D) homogeneous, the degree is 3
E) homogeneous, the degree is 2

Question

Determine whether the function  is homogeneous and determine its degree if it is.
A) homogeneous, the degree is 4 
B) homogeneous, the degree is 5 
C) not homogeneous 
D) homogeneous, the degree is 3 
E) homogeneous, the degree is 2

Quizplus · Accepted Answer

A homogeneous function is a function in which all its terms have the same degree. However, in the given function, there are two different terms: 11eaa595_6527_3584_a696_013c9b49dc6c_TB4584_11 and TB4584_11. As they have different variables and coefficients, they cannot have the same degree. Hence, the given function is not homogeneous.

Determine Whether the Function Is Homogeneous and Determine Its