Copy of "Liquid pours into an inverted cone..."

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Here's a visualization of the classic cone problem. Set parameters for cone radius and height, and for the rate liquid is flowing into (or out of) the cone. Start the animation to see that the rate of change of height and radius are non-linear.

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brownegcc — November 8, 2021 - 5:41 PM

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Target Group (Age): 14 – 18
Language: English

Views: 142

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License: CC-BY-SA, GeoGebra Terms of Use
Based Upon: "Liquid pours into an inverted cone..."
Shared by Steve Starr

Copy of "Liquid pours into an inverted cone..."

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