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\r Technology in My Classes. ?. 1. (Session W27). James W. Hall . Parkland College (Retired). jhall@wbhsi.net. Brian A. Mercer. Parkland College. bmercer@parkland.edu. James W. Hall. . Sun Lakes, Arizona. We will learn about:. Concavity -Points of Inflection - The Second Derivative Test. Review. If a functions wants to switch from decreasing to increasing. or visa versa, what are its options of approach/attack! (There is only three options). University of Michigan – Dearborn Science Learning Center. Based on a presentation by James . Golen. Revised by Annette . Sieg. …. Introduction. Before using this module you must already understand the basics of graphing (e.g., identifying dependent and independent variables, plotting data points). . Speaker: . Hao-Chung Cheng. Co-work:. . Min-. Hsiu. Hsieh. Date:. 01/09/2016. 1. 2. Discrete Memoryless Channel. n. -block encoder. Error probability: . Rate of the code: . Shannon’s theory: . n. FACULTY OF EDUCATION. Mathematics Education . Department. Concavity And The Second Derivative. 1. Orhan TUĞ (PhDc). Concavity. Concavity . State the signs of . and . on the interval (0,2)..  . Example 1. Intervals Increasing. Intervals Decreasing. Intervals Concave Up. Intervals Concave Down. Critical Numbers:. Relative . Extrema. :. Points of Inflections:. Make a table to find intervals of concavity . nd. Derivative Test. Objectives:. To find Higher Order Derivatives. To use the second derivative to test for concavity. To use the 2. nd. Derivative Test to find relative . extrema. If a function’s derivative is . Graphing, Exponents, and Logs. RPAD Welcome Week 2016. Elizabeth A.M. Searing, Ph.D.. Who am I?. Elizabeth Searing, PhD, CNP. Most of my training is in economics, though now I conduct research primarily in nonprofits and social enterprise. A boat traveled 210 miles downstream and back. The trip downstream took 10 hours. The trip back took 70 hours. What is the speed of the boat in still water? What is the speed of the current?. Solve by substitution. . The Battle of Hastings. in 1066. The Battle of Hastings is one of the most famous ever fought.. Why did it happen?. Who took part?. Why is it important?. Let’s have a look at some people involved.. data. chd2018_a(. keep. =. chd. age);. . set. s5238.chd2018(. rename. =(. chd. =. oldchd. ));. . chd. =. oldchd. =. "Developed . Chd. ". ;. proc. . rank. . data. =chd2018_a(keep=age . chd. ) . Scientist interpret tables, graphs, and diagrams to locate data, examine relationships in the data, and extend those relationships beyond the data.. Reading graphs can be like reading a foreign language though. It come easy to some and very difficult to others..