Prof. Caine – Resources – GeoGebra

Illustration of the Gram-Schmidt Process
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Prof. Caine
Parallelopipeds for A-tI
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Prof. Caine
The Big Ideas of Calculus I
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Prof. Caine
Derivatives of Sine and Cosine
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Prof. Caine
Curvature function for the graph of cosine
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Prof. Caine
Euclid's Proof of the Pythagorean Theorem
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Prof. Caine
Complex Functions as Mappings
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Prof. Caine
Convergence in three metrics on the square
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Prof. Caine
Three metrics on the square
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Prof. Caine
The plane, the half-plane, and the disk are homeomorphic
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Prof. Caine
C-major chord as a linear combination
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Prof. Caine
Two Examples of Taylor Approximation
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Prof. Caine
Change of Variables
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Prof. Caine
Limits and Continuity
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Prof. Caine
The Sliding Boxes Proof
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Prof. Caine
Circular sine and cosine
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Prof. Caine
Describing Sets in the Plane
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Prof. Caine
Steps in Euclid's Proof of the Pythagorean Theorem
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Prof. Caine