How to determine if a polynomial's rate of change is positive
In short: This video demonstrates how to identify the specific intervals where the polynomial h(x) = 1/8x³ - x² maintains a positive average rate of change.
The video focuses on a practical application of algebra involving the polynomial function h(x) = 1/8x³ - x². By analyzing the function, learners can determine the intervals where the average rate of change is positive, a fundamental concept in understanding polynomial behavior.
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Sources
- Summary by Intellect · source: Sign of average rate of change of polynomial | Algebra 2 | Khan Academy
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