Question

Y=5-3x^3Чётная или не четная функция?

Answer 1

Функция является ни чётной , ни нечётной.

Answer 2

Function Analysis: Is Y=5-3x^3 Even or Odd?

The function Y=5-3x^3 can be analyzed to determine whether it is even or odd. A function is considered even if it satisfies the condition f(x) = f(-x) for all x in the domain, and it is considered odd if it satisfies the condition f(x) = -f(-x) for all x in the domain.

To determine if Y=5-3x^3 is even or odd, we can analyze the powers of x in the function.

The function Y=5-3x^3 contains an odd-powered term (x^3), which indicates that it is likely to be an odd function.

Verification of Claim: Y=5-3x^3 is an Odd Function

The function Y=5-3x^3 is indeed an odd function based on the analysis of its powers of x. This is because the term with the highest power of x, x^3, is odd. Therefore, the function satisfies the condition f(x) = -f(-x), indicating that it is an odd function.

This claim is supported by the mathematical definition of odd functions, where the powers of x in the function determine its parity.

Source: None of the provided sources directly address the specific function Y=5-3x^3. Therefore, the analysis is based on mathematical principles and the properties of odd functions.