Moir patterns, such as those shown in Exercises 6566, can appear when two repetitive patterns overlap to

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Moiré patterns, such as those shown in Exercises 65–66, can appear when two repetitive patterns overlap to produce a third, sometimes unintended, pattern.


a. In each exercise, use the name of a conic section to describe the moiré pattern.


b. Select one of the following equations that can possibly describe a conic section within the moiré pattern: x2 + y2 = 1; x2 - y2 = 1; x2 + 4y2 = 4.


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College Algebra

ISBN: 9780134453262

7th Edition

Authors: Robert F Blitzer

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