**Which set of numbers contains only solutions to the inequality** 2-3x^17

It seems like your inequality is incomplete. Did you mean to write something like:

**\( 2 - 3x^{17} \leq 0 \)** or **\( 2 - 3x^{17} \geq 0 \)**?

In order to solve the inequality, the comparison part (such as ≤, ≥, <, or >) is required.

Could you please provide the full inequality so I can help you find the set of numbers that satisfies it?

If you need assistance in writing it, feel free to clarify.

### Follow-up questions:
1. What inequality symbol is supposed to be in the expression?
2. Do you expect real or complex number solutions?
3. Would you like to know how to solve polynomial inequalities in general?
4. Should the solutions be expressed in interval notation?
5. Would you prefer a step-by-step explanation on solving higher-degree inequalities?

**Tip:** When solving polynomial inequalities, always check if the polynomial changes sign across its critical points.

Which set of numbers contains only solutions to the inequality 2 - 3x^17

Explore how to solve the polynomial inequality 2 - 3x^17, focusing on polynomial roots and sign changes. This problem helps in understanding higher-degree inequalities and applying key algebraic concepts. Suitable for Grades 10-12 students.

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