Newton's Law of Cooling

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2017-01-12 00:32

Function Calculus

This applet demonstrates Newton's Law of Cooling, involving differential equations in calculus. By adjusting parameters dynamically, one can observe the temperature change over time. It uses GeoGebra commands such as Textfield, Intersect, and Segment. Suitable for high school and above students to learn about heat conduction in calculus and physics.

GeoGebra Commands & Parameters

Textfield(p) → InputBox1
Textfield(n) → InputBox2
Textfield(r) → InputBox3
Textfield(v) → InputBox4
Intersect(i, j) → D
Segment(B, D) → k_1
Textfield(time) → InputBox5
Textfield(a) → InputBox6