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Preview of AP Calculus BC Polar Design Project (Taylor and Maclaurin series also included)

AP Calculus BC Polar Design Project (Taylor and Maclaurin series also included)

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SG'S STEM STORE
Polar Design Project – AP Calculus BC End-of-Year Project (Includes Series, Derivatives & Integrals)Bring creativity into your AP Calculus BC classroom with this engaging Polar Design Project that combines art, calculus, and real understanding! Students create a unique design using polar equations and analyze it using key BC concepts such as: Area between polar curves (definite integrals) Slope of tangent lines in polar form (derivatives) Taylor/Maclaurin series (local approximation) This
Preview of Coaster Calculus Project | Continuity, Differentiability, & Second Derivatives

Coaster Calculus Project | Continuity, Differentiability, & Second Derivatives

Give your calculus students a meaningful way to apply continuity, differentiability, derivatives, and second derivatives through a real-world roller coaster design project. In this multi-phase Desmos activity, students create a piecewise roller coaster track, prove it is continuous, revise it to make it differentiable, and analyze second derivatives to improve ride comfort. This resource is designed to help students connect abstract calculus concepts to visual modeling and mathematical reasoning
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