Lesson 2­3.notebook October 26, 2010 Chapter 2: Lesson 3 Time Series Plots and Pie Graphs Time Series Graphs ­ Represent data that occur over a specific period of time with a connected line. Much like a histogram. The time variable is always placed on the horizontal axis. 2 or more data sets on the same graph are referred to as a compound time series plot Aug 29­9:59 PM 1 Lesson 2­3.notebook October 26, 2010 Example 1 Time Series Plots Make a time series plot for the amount of Precipitation in Cold Spring for the year 2006 January ­ 1.2” February ­ 2.4” March ­ .8” April ­ 1.8” May ­ 6.9” June ­ .4” July ­ .2” August ­ .2” September 3.6” October 3.4 “ November 1.8” December 5.5” Analyze your results. What conclusions can we make? Aug 29­10:06 PM 2 Lesson 2­3.notebook October 26, 2010 Unusual Stat The average life expectancy of a $1 bill: 22 months of a $10 bill: 3 years of a $20 bill: 4 years of a $50 bill: 9 years of a $100 bill: 9 years Aug 29­10:34 PM 3 Lesson 2­3.notebook October 26, 2010 Pie Graph ­ A circle that is divided into sections or wedges according to the percentage of frequencies in each category of a distribution. Steps for making a Pie­graph Step 1: Find the total (n) number of values in the set of data Step 2: Since there are 360 degrees in a circle, find proportional part of the circle for each subgroup of data by using the following formula: Degrees = f . 360 n Step 3: find the percentage of each subgroup Step 4: Using a protractor, draw the graph using the appropriate degree measures. Aug 29­10:05 PM 4 Lesson 2­3.notebook October 26, 2010 Example 2 Pie Graph Conduct a class survey of the colors of eyes students have in this class. Graph the results using a pie­graph. Class Frequency Percent Blue Green Hazel Brown Analyze the Results. Aug 29­10:17 PM 5 Lesson 2­3.notebook October 26, 2010 Example 3: Applying the concepts: The following graph shows approximations of the leading causes of death among men ages 25­44 years. The rates are per 100,000 men. Answer the following questions about the graph. 1.) What are the variables in the graph? 2.) Are the variables qualitative or quantitative? 3.) Are the variables discrete or continuous? 4.) What type of graph was used to display the graph? 5.) Could a pie­graph be used to display the data? 6.) List some typical reasons for creating a time series chart. Aug 29­10:24 PM 6 Lesson 2­3.notebook October 26, 2010 Assignment Page 85 #6, 7, 8, 10, 12, 13, 20 Aug 29­10:59 PM 7