Notes 10-3
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This document contains homework problems from page 738 involving functions with different values of a and the corresponding ranges. It also defines the period of trigonometric functions like y=sin(bx) and y=cos(bx) as the length of one complete cycle, with the frequency b representing the number of cycles in a 2π span. It provides the formulas to calculate period given frequency and vice versa.
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![Homework 102: page 738
29. a = 3, range [3,3]
31. a = 0.5, range [0.5,0.5]
33. a = 3, range [3,3]
35. a = 1, range [1,1]
37. a = 3, range [3,3]
39. a = 5, range [5,5]
1](https://image.slidesharecdn.com/notes10-3-100212080743-phpapp01/85/Notes-10-3-1-320.jpg)
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Notes 10-3
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- 3. Lsn 103: Period For y = sin(bx) or y = cos(bx) "b" represents the frequency of the graph: the number of complete cycles in a 2π span. period (sometimes known as "wavelength") is the length of one cycle. finding one, given the other: period = b = 3
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