Algebra-1

Question Analysis
This question tests the understanding of the end behavior of polynomials, specifically focusing on the leading term and its coefficient.

Key Concept Explanation
The end behavior of a polynomial is determined by its leading term. For an even degree polynomial with a negative leading coefficient, both ends of the graph will extend downward.

Step-by-step Solution
1. Identify the leading term:
2. Determine the degree: 8 (even)
3. Determine the leading coefficient: -6 (negative)
4. Apply the end behavior rule for even degree and negative leading coefficient: Both ends go down.
5. Final answer: As ,

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