Final answer:
The function h(x, y) = x³y⁰.8 - 3y²x² can be simplified.
Step-by-step explanation:
The subject of this question is Mathematics and the grade level is High School.
The given function is h(x, y) = x³y⁰.8 - 3y²x². To simplify the function, let's consider y⁰.8 as a separate variable. Now, we can rewrite the function as h(x, y⁰.8) = x³y⁰.8 - 3y²x².
Next, simplify the function by raising x³ to the power of y⁰.8 and x² to the power of y⁰.8. It becomes h(x, y⁰.8) = x^(3*y⁰.8) - 3y²x².