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precalDay6 - Math 1330 Section 2.3 Example 7 Find all the...

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Math 1330 Section 2.3 5 Example 7: Find all the features of g1858(g1876) and graph the function. g1858(g1876)= 2g1876 g2870 −8 g1876 g2870 −3g1876+2 Example 8: Find all the features of g1858(g1876) and graph the function. g1858(g1876)= g1876 g2870 −16 g1876−2
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Math 1330 Section 2.3 6 Note: It is possible for the graph to cross the horizontal asymptote, maybe even more than once. To figure out whether it crosses (and where), set y equal to the y-value of the horizontal asymptote and then solve for x. Example 9: Does the function cross the horizontal asymptote? a. g1858(g1876)= g1876 g2870 −2g1876−3 g1876 g2870 +g1876−6 b. g1858(g1876)= 1−2g1876 g1876+1
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Conic Sections In this chapter, we will study conic sections (or conics). It is helpful to know exactly what a conic section is. This topic is covered in Chapter 8 of the online text. We start by looking at a double cone. Think of this as two “pointy” ice cream cones that are connected at the small tips: To form a conic section, we’ll take this double cone and slice it with a plane. When we do this, we’ll get one of several different results.
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