Ohio
20. CC.HSF.TF.B.5
20.2 Determining trigonometric functions given their graphs
Modeling a periodic graph with sine, negative sine, cosine, and negative cosine
Modeling a periodic graph with sine, negative sine, cosine, and negative cosine
37:46
About this lesson
For the following graph, write an equation (with the smallest phase shift) in the form of:
(i) y = a sin b(x - c) + d
(ii) y = - a sin b(x - c) + d
(iii) y = a cos b(x - c) + d
(iv) y = - a cos b(x - c) + d
(i) y = a sin b(x - c) + d
(ii) y = - a sin b(x - c) + d
(iii) y = a cos b(x - c) + d
(iv) y = - a cos b(x - c) + d
Key Moments
No key moments available.
Video 1 of 3
Modeling a periodic graph with sine, negative sine, cosine, and negative cosine
38 min
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Modeling a periodic curve with cosine, negative cosine, sine, and negative sine
14 min
Modeling a sinusoidal curve using negative cosine from min and max points
13 min