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DiffEQ
The Elliptic Integral: A simple pendulum
Differentials, polar coordinates. (1)
The limit as x→0 of sinx/x
Ellipse: Oriented Rotation 1
Ellipse: Oriented Rotation 2
Polygonal Approximation 1
Polygonal Approximation 2
Polygonal Approximation 3
Polygonal Approximation 4
Tangent circles, differential
32b. Appolonius: Differentials, v2
DiffEQ
Autor:
Ryan Hirst
Assorted problems and materials, several from Tenenbaum and Pollard's excellent book,
Ordinary Differential Equations
.
The Elliptic Integral: A simple pendulum
Differentials, polar coordinates. (1)
The limit as x→0 of sinx/x
Ellipse: Oriented Rotation 1
Ellipse: Oriented Rotation 2
Polygonal Approximation 1
Polygonal Approximation 2
Polygonal Approximation 3
Polygonal Approximation 4
Tangent circles, differential
32b. Appolonius: Differentials, v2
Següent
The Elliptic Integral: A simple pendulum
Nous materials
Dissections by Guillermo Bautista
alg2_05_05_01_slider_practice_flvs
Finding Average Rate of Change of a Function
alg2_05_05_01_applet_exp_flvs
Construct a Conic
Descobriu materials
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G.CO.4 and G.CO.5 Challenge Problem
Proof without words: Division of fractions
Chapter-32: Spherical coordinates
Descobriu Temes
Rectangle
Polígons
Àrea
Funcions lineals
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