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Calculus
Tangent-zoom
Section 6.1-Inverse Functions
Slope Fields and Solution Curves
Slope field
Section 10.1-Parametric Curves
10.2-Projectile Motion with Drag Coefficient (not in text)
Section 10.3-Polar Curves
Section 10.4-Area in Polar Coordinates
Section 11.1-Recursive Sequence
Section 11.1-Sequences
Section 11.2 (and on)-Series
Section 11.8-Power Series
Section 11.10-Taylor Series
Section 11.10-More Complicated Taylor Series
Fundamental Theorem of Calculus
How a Secant Becomes a Tangent, part 3
u-substitution 3
How a Secant Becomes a Tangent, part 1
Estimating Area Under Curves
Solids and volumes of revolution (rotation about y_axis)
Calculus
Author:
Sonja Šumonja
,
Dana Dolyak
za decu
Tangent-zoom
Section 6.1-Inverse Functions
Slope Fields and Solution Curves
Slope field
Section 10.1-Parametric Curves
10.2-Projectile Motion with Drag Coefficient (not in text)
Section 10.3-Polar Curves
Section 10.4-Area in Polar Coordinates
Section 11.1-Recursive Sequence
Section 11.1-Sequences
Section 11.2 (and on)-Series
Section 11.8-Power Series
Section 11.10-Taylor Series
Section 11.10-More Complicated Taylor Series
Fundamental Theorem of Calculus
How a Secant Becomes a Tangent, part 3
u-substitution 3
How a Secant Becomes a Tangent, part 1
Estimating Area Under Curves
Solids and volumes of revolution (rotation about y_axis)
Next
Tangent-zoom
New Resources
Simple pendulum and SHM
Rotating icosahedron
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Start, Perpendicular to point on line
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Modul 16-D_Rahmawati_SMA Negeri 03 Bombana
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Polynomial Functions
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Linear Programming or Linear Optimization
Secant Line or Secant
Linear Regression
