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Outline
PHS M112
Wrapping the Number Line on a Circle
Wrapping the Number Line on a Circle
Arc Lengths on the Unit Circle
Angles (in radians) and the Unit Circle
Angles (in degrees) and the Unit Circle
Sine Graph Generator
Cosine Graph Generator
Drawing a Positive Arc and a Negative Arc on the Unit Circle
Symmetry of the Graph of y = cos(t)
Symmetry of the Graph of y = sin(t)
Amplitude of a Sinusoid
Period of a Sinusoid
Sinusoid - Phase Shift
Sinusoid - Vertical Shift
Exploring a Sinusoid
Graph of a Sinusoid #1
Graph of a Sinusoid #2
Graph of a Sinusoid #3
Graph of a Sinusoid #4
Graph of a Sinusoid #5
Graph of a Sinusoid #6
Fit a Sinusoid to Data #1
Fit a Sinusoid to Data #2
Fit a Sinusoid to Data #3
Fit a Sinusoid to Data #4
Tangent Graph Generator
Graph of the Secant Function
Graph of f(x) = csc(x)
Law of Sines
Law of Cosines
PHS M112
Author:
Mr. Taylor
,
Ted Sundstrom
Wrapping the Number Line on a Circle
Wrapping the Number Line on a Circle
Arc Lengths on the Unit Circle
Angles (in radians) and the Unit Circle
Angles (in degrees) and the Unit Circle
Sine Graph Generator
Cosine Graph Generator
Drawing a Positive Arc and a Negative Arc on the Unit Circle
Symmetry of the Graph of y = cos(t)
Symmetry of the Graph of y = sin(t)
Amplitude of a Sinusoid
Period of a Sinusoid
Sinusoid - Phase Shift
Sinusoid - Vertical Shift
Exploring a Sinusoid
Graph of a Sinusoid #1
Graph of a Sinusoid #2
Graph of a Sinusoid #3
Graph of a Sinusoid #4
Graph of a Sinusoid #5
Graph of a Sinusoid #6
Fit a Sinusoid to Data #1
Fit a Sinusoid to Data #2
Fit a Sinusoid to Data #3
Fit a Sinusoid to Data #4
Tangent Graph Generator
Graph of the Secant Function
Graph of f(x) = csc(x)
Law of Sines
Law of Cosines
Next
Wrapping the Number Line on a Circle
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