Sullivan, Michael, Algebra & trigonometry / Michael Sullivan.—9th ed. . excluded at the discretion of the instructor: College Algebra; Precalculus, with a. View Test Prep - Sullivan Precalculus 9th edition precalculus 2 pdf from MATH at Berkeley City College. View Test Prep - Sullivan Precalculus 9th edition precalculus link-marketing.info from MATH at Berkeley City College. CHAPTER 4 Polynomial and Rational.
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Michael Sullivan To the Memory of My Mother and Father PRECALCULUS NINTH EDITION This page intentionally left blank. PRECALCULUS NINTH EDITION. PRECALCULUS. NINTH EDITION. Michael Sullivan. Chicago State University. Boston Columbus Indianapolis New York San Francisco Upper Saddle River. Free step-by-step solutions to Sullivan Precalculus () - Slader. 10th Edition Sullivan Algebra & Trigonometry, 9th Edition Sullivan Algebra and Unlock your Sullivan Precalculus PDF (Profound Dynamic Fulfillment) today.
Michael Sullivan Authors: Looking for the textbook? Subscribe to view the full document. How is Chegg Study better than a printed Precalculus 9th Edition student solution manual from the bookstore? Step-by-step solution:.
Letters such as x , y , a , b , and c are used to represent numbers in algebra.
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Polynomial functions are arguably the simplest expressions in algebra. For this reason, they are often used to approximate other, more complicated functions. Rational functions are ratios of polynomial functions. The length of a day depends upon the day of the year as well as the latitude of the location. Latitude gives the location of a point on Earth north or south of the equator. In the Internet Project at the end of this chapter, we use information from the chapter to investigate the relation between the length of day and latitude for a specific day of the year.
The degree of a polynomial function is the largest power of x that appears. The zero polynomial function is not assigned a degree. Polynomial functions are among the simplest expressions in algebra.
They are easy to evaluate: Because of this, they are often used to approximate other, more complicated functions. In this section, we investigate properties of this important class of functions.
Transformations Section 2. You've reached the end of this preview.