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Section 15.5 Instantaneous Rate of Change: The Derivative
How can we describe the way a graph/function is "behaving" at a single point on the function? In other words, where do we go from here?
Instantaneous Rate (Derivative) Graphically What's the slope? An Instantaneous Slope
Instantaneous Rate (Derivative) Numerically
Instantaneous Rate (Derivative) Algebraically
Equation of a Tangent Line Point: Instantaneous Rate of Change: 12
That's it! We're done.
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by mathmaverick | Modified: 3 years ago
Language: English (Detected) | Topic: Education
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Summary: Lesson 15.5 - The Derivative and Instantaneous Rate of Change
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