1 00:00:01,000 --> 00:00:05,868 So far, the visualizations we've covered have mostly taken 2 00:00:05,868 --> 00:00:09,524 place on a grid with a labeled x axis and y axis. 3 00:00:09,524 --> 00:00:14,900 The exception is the pie chart, but even the pie chart has a fixed shape and 4 00:00:14,900 --> 00:00:18,297 strict parameters on how it can be presented. 5 00:00:18,297 --> 00:00:23,440 However, sometimes the story you're telling involves geographic data. 6 00:00:23,440 --> 00:00:28,514 It might be possible to convey election results using a bar chart, for 7 00:00:28,514 --> 00:00:34,190 example, but users will likely find election information more meaningful 8 00:00:34,190 --> 00:00:38,409 when results are visualized by city, state, or county. 9 00:00:38,409 --> 00:00:43,488 Let's take a look at some different ways that data visualization and 10 00:00:43,488 --> 00:00:45,687 geographic maps intersect. 11 00:00:45,687 --> 00:00:49,946 It's important to note that maps themselves are data visualizations, 12 00:00:49,946 --> 00:00:53,030 since they help us make sense of the world around us. 13 00:00:53,030 --> 00:00:57,990 In fact, the earliest known data visualization is a map of the town 14 00:00:57,990 --> 00:01:01,897 of Konya in Turkey created over 8000 years ago. 15 00:01:01,897 --> 00:01:07,211 Of course, these days sophisticated apps like Google Maps provide more than 16 00:01:07,211 --> 00:01:13,014 just geographic information, offering features like up to date traffic reports, 17 00:01:13,014 --> 00:01:17,282 and suggesting alternate routes to reach your destination. 18 00:01:17,282 --> 00:01:21,399 When it comes to plotting data points on a geographic map, 19 00:01:21,399 --> 00:01:26,020 the most common methods you'll encounter are choropleth maps, 20 00:01:26,020 --> 00:01:29,982 proportional symbol maps, and geographic heat maps. 21 00:01:29,982 --> 00:01:35,185 Choropleth maps are created by coloring in existing geographic regions 22 00:01:35,185 --> 00:01:40,142 such as counties within a state based on the frequency of a variable. 23 00:01:40,142 --> 00:01:44,575 For example, a choropleth map could demonstrate unemployment numbers in 24 00:01:44,575 --> 00:01:47,890 various counties throughout the state of California. 25 00:01:47,890 --> 00:01:49,568 When plotting this data, 26 00:01:49,568 --> 00:01:54,616 note that choropleth maps are only effective when showing relative numbers. 27 00:01:54,616 --> 00:01:58,042 The first map on the left shows absolute numbers, but 28 00:01:58,042 --> 00:02:03,081 it's not surprising that Los Angeles County has the most unemployed people. 29 00:02:03,081 --> 00:02:07,489 After all, Los Angeles County has more than 10 million residents, 30 00:02:07,489 --> 00:02:12,584 while some counties in Northeastern California have fewer than 10,000. 31 00:02:12,584 --> 00:02:16,774 This second map colors in the counties of California based on 32 00:02:16,774 --> 00:02:21,963 the unemployment rates per 100 people, which is far more meaningful. 33 00:02:21,963 --> 00:02:26,204 Absolute numbers can be shown using a proportional symbol map, 34 00:02:26,204 --> 00:02:28,491 sometimes called a bubble map. 35 00:02:28,491 --> 00:02:33,868 Proportional symbol maps are still based on geographic regions such as counties, 36 00:02:33,868 --> 00:02:38,723 but the frequency of the variable is represented by the size of the symbol. 37 00:02:38,723 --> 00:02:44,052 This map of Oklahoma uses large circles to represent counties with at least 38 00:02:44,052 --> 00:02:49,300 40,000 people who identify as American Indian or Alaska Native and 39 00:02:49,300 --> 00:02:53,629 small circles to represent counties with smaller numbers. 40 00:02:53,629 --> 00:02:58,607 Challenges with proportional symbol maps include the difficulty users 41 00:02:58,607 --> 00:03:01,145 might have comparing circle sizes. 42 00:03:01,145 --> 00:03:06,976 And also that circles tend to overlap when plotting densely populated areas, 43 00:03:06,976 --> 00:03:10,080 such as the Northeastern United States. 44 00:03:10,080 --> 00:03:15,580 Sometimes however, your geographic data doesn't need to be constrained by region. 45 00:03:15,580 --> 00:03:19,938 Geographic heat maps demonstrate the frequency of data points 46 00:03:19,938 --> 00:03:23,318 on a map while ignoring geographic boundaries. 47 00:03:23,318 --> 00:03:28,049 For example, the collaborative data science platform called Mode 48 00:03:28,049 --> 00:03:32,780 offers an interactive geographic heat map showing the locations of 49 00:03:32,780 --> 00:03:36,692 Carl's Jr fast food restaurants in the United States. 50 00:03:36,692 --> 00:03:40,981 Red spots on the map represent areas with a high volume of 51 00:03:40,981 --> 00:03:44,449 Carl's Jr restaurants in close proximity, 52 00:03:44,449 --> 00:03:50,035 while cooler colors indicate areas with fewer Carl's Jr restaurants. 53 00:03:50,035 --> 00:03:54,132 So that covers a number of basic types of data visualizations. 54 00:03:54,132 --> 00:03:59,116 In the final stage of this course, we'll learn a few more rules to guide you as you 55 00:03:59,116 --> 00:04:01,550 put your new knowledge into practice.