Author: Nicolas Malloy
This activity aims to review concepts related to datums, coordinate systems, and map projections and how to manage them in ArcGIS. Additionally, this tutorial introduces you to some new tools and concepts related to data management. In this activity, you create and organize a workspace folder using a standardized folder structure. You then download and decompress the data from public sources. Using the data, you create a geodatabase and explore issues related to error and uncertainty concerning the potential spatial error related to datums, coordinate systems, and map projections.
Estimated time to complete this tutorial: 3 hours
Learning Outcomes
Readers should be able to accomplish the following outcomes by the end of this tutorial:
- Summarize the steps for creating and organizing a project workspace folder structure
- Illustrate the ability to download data from a public source
- Demonstrate how to create a file geodatabase
- Practice converting shapefiles to a geodatabase feature class
- Add XY data in ArcMap
- Exemplify the use of proximity operations such as buffers
- Analyze distortion patterns using Tissot’s Indicatrices
- Troubleshoot the causes of spatial errors
- Solve data alignment problems in ArcMap
- Insert essential map elements using ArcMap Export a high-resolution map
Skill Drill: Setting Up Your Workspace
On your desktop, create a workspace folder and give it a descriptive name, such as ″Exploring_Errors.″ Be sure there are no spaces in the name. You may use underscores instead of spaces. Create the following three subfolders inside this folder: original, working, and final.
Skill Drill: Downloading Data from Natural Earth
As you learned previously, Natural Earth is a website created to provide vector and raster data to meet cartographers’ needs using various software applications. The data on this website is free to use without restrictions. Open the Chrome browser and navigate to the Natural Earth website. Click the Downloads link. Under Small scale data, click the Cultural link (Figure 2.01).
If, for some reason, the website is down or the data is no longer available, this link takes you to a Google Drive page where you can download a backup copy of the data: https://bit.ly/uncertainty-prj-datum.

Under Admin 0-Countries, right-click Download countries (Figure 2.02). Select, Save Link As, then navigate to your original folder and save.

Scroll down until you see Populated Places (Figure 2.03). Right-click the button that says Download populated places, select Save Link as, then navigate to your original folder and save.

When you are ready, hit the back button and return to the main downloads page. Click Physical under Small scale data. On the Physical Vectors page, scroll down until you see Graticules (Figure 2.04). Right-click on the button that says Download 10. Select, Save Link As, then navigate to your original folder and save.

Previously, you learned how to decompress a file using 7zip. In Microsoft Windows, navigate to your original folder. You should see the two zip files, one for countries and one for graticules (Figure 2.05). For each zip file, right-click, select 7zip, then Extract Here.

Be sure to delete the zip files when you are done decompressing them (Figure 2.06). You won’t need them anymore. Eliminating them saves space and helps to avoid confusion later.

Skill Drill: Connect to Your Workspace Folder in ArcMap
Locate ArcMap on your computer and launch the software. Open a blank map document. In the Catalog Window, connect to your workspace folder, Exploring_Errors, located on the desktop (Figure 2.07)

Expand the original folder to view the contents. You should see the three shapefiles inside that represent countries, populated places, and graticules (Figure 2.08). Do not add the shapefiles to the map. Instead, you convert them to feature classes in the next step.

This display of folders and files is sometimes called the Catalog Tree.
Creating A File Geodatabase
This step involves using a file structure called a geodatabase. A geodatabase is like a container that can hold many types of geospatial datasets. It is a way to organize and manage related datasets. There are several different types of geodatabases. The one covered here is called a file geodatabase, which can store individual datasets up to one terabyte (TB) in size.
In ArcMap, right-click on the working folder in the Catalog Window. Select New, then File Geodatabase (Figure 2.09).

The geodatabase should appear in your working folder with the default name, New File Geodatabase (Figure 2.10).

Change the name to something more meaningful, such as your initials, followed by World Data (Figure 2.11). Spaces are OK to use when naming geodatabase.

When saving files, ArcMap uses a default geodatabase as an output location. As a result, many readers encounter a situation where they forget to specify the output location, and data gets saved to the default geodatabase. This carelessness may lead to lost data or other unforeseen problems. In this step, you set the default output location to the geodatabase you created.
From the File menu, open the Map Document Properties window. Next to Default Geodatabase click the yellow file folder icon to browse to your working folder (Figure 2.12).

If you do not see your workspace folder in the Default Geodatabase window, use the drop-down menu to locate it (Figure 2.13).

Navigate to your working folder and select your World Data geodatabase. When ready, click ADD (Figure 2.14).

When you return to the Map Document Properties window, be sure to check the box next to Store relative pathnames to data sources (Figure 2.15). When ready, click OK.

Creating Feature Classes from Shapefiles
Until now, most readers should primarily have experience working with shapefiles, which is the most common file format for vector data. In ArcMap, a shapefile appears as a single file (Figure 2.08). However, when viewed in Microsoft File Explorer, you can see that a shapefile consists of many files linked together (Figure 2.06). Some of these files store spatial information, such as geographic location. Some files store attribute data as a database file.
Others will save the geometry of a feature. Separating any one of these pieces makes the data unusable.
In this step, you use the shapefiles downloaded from Natural Earth to create feature classes within the geodatabase. In many ways, a feature class works similar to a shapefile. Like a shapefile, it is a collection of geographic features stored in vector format that have the same geometry type, such as point, line, or polygon. For most readers, the most noticeable differences relate to the file structure and file size. When stored in a file geodatabase, a feature class can save a maximum of one terabyte of data. A stand-alone shapefile has a size limit of only two gigabytes (GB).
In the catalog window, right-click on the geodatabase. Select Import, then Feature Class (single) (Figure 2.16).

For the Input Features, choose the shapefile representing countries. The output location is already set to your geodatabase. For the Output Feature Class, name the file countries (Figure 2.17). You do not need to enter a file extension. Leave all other settings as default and click OK.

When the geoprocessing is complete, you should see the new feature class within the geodatabase. ArcMap should also add the new feature class to the map document (Figure 2.18).

Skill Drill: Creating Feature Classes from Shapefiles
Repeat these steps and import new feature classes to the geodatabase for the graticules and populated places. Be sure to give the feature classes human-friendly names. When done, all of the feature classes should be added to the map (Figure 2.19). Take a moment to save your map document within your workspace folder. Call the map document, Exploring Errors.

Adding XY Data Using the ArcCatalog Window
Previously, you learned how to add XY data to ArcMap using the File menu and choosing Add Data, Add XY Data. This procedure creates a representation of the data on the map as an Events layer. An Events layer is a temporary representation of the data. It might look like a regular shapefile, but it does not have a database. A depiction of the data is useful for readers that may want to view the data before making a permanent file. In this step, you do not need a temporary representation. Instead, you use the ArcCatalog window to add XY data as a feature class in your geodatabase.
Download the following CSV file and save it to your original folder. The link takes you to a Google Drive download page:
Tissot’s Indicatrices centroids
Take a moment to view the contents of the file using Microsoft Excel. As you can see, it consists of a table with minimal information (Figure 2.20). There are only two fields, longitude, and latitude. The values are in degrees represented by plain integers.

The other than the latitude and longitude coordinates, the CSV table does not contain any additional spatial information, such as the geodetic datum. To properly align the data, you must be sure to correctly define the datum from which these geographic coordinates were derived. In this instance, the geographic coordinates come from WGS 1984 the datum most commonly used by GPS receivers and the internet.
In ArcMap, refresh the original folder to be sure that the CSV file appears in the Catalog Tree. When you see the Tissot’s Indicatrices centroids CSV file, right-click on the file and select Create Feature Class, then From XY table (Figure 2.21).

When the Create Feature Class From XY Table window appears, the longitude should automatically appear as the X field, and the latitude should appear as the Y field (Figure 2.22). If these fields do not appear, you should be able to use the drop-down menu and select them.

Next, you must specify to which spatial reference system the XY coordinates belong. Click the button that says Coordinate System of Input Coordinates (Figure 2.23).

When the Spatial Reference Properties window opens, expand the Geographic Coordinate Systems folder. Next, expand the World folder. Scroll down and choose WGS 1984 (Figure 2.24). When ready, click OK.

The output of the Create Feature Class From XY Table window should already be set to your World Data geodatabase. Check to make sure (Figure 2.25).

Leave all other default settings and click OK. When the geoprocessing is complete, you should see the new feature class in your geodatabase (Figure 2.26). When ready, add the new feature class to the map.

Skill Drill: Creating Indicatrices Using the Buffer Tool
In 1859, the French mathematician Nicolas Auguste Tissot introduced a method to visualize the distortions of map projections using regularly spaced circles. On the globe, each circle was precisely the same size. When one transforms the globe into a flat plane using mathematical equations, the size and shape of the circles reflect the distortion patterns of the map projection. In this instance, you use centroids feature class and the buffer tool to create a similar indicatrix.
Begin by changing the data frame map projection so that Earth looks closer to a globe. On the data frame properties window, navigate to the Coordinate System tab. In the Projected Coordinate System folder, locate the World folder. Choose the World from Space. Double-click on it to open the Project Coordinate System Properties. Change the longitude of center to 180 (Figure 2.27). When ready, click OK, then click OK again. If a warning message appears, click Yes to close it. The map should appear closer in size and shape as the globe.

Earlier, you learned how to use the buffer tool. In ArcMap, create a buffer around the Tissot’s Indicatrices centroids. Set the buffer distance to five hundred kilometers. Save the output to your geodatabase and call the feature class indicatrix. Under Method, choose GEODESIC (Figure 2.28). When using the geodesic method, the ArcGIS software measures distance based on the elliptical model of Earth’s shape. As a result, the buffer distances remain accurate in all map projections. Leave all other default settings and click OK.

Your buffers should appear as regularly spaced circles around the globe. Take a moment to remove the centroid layer from the Table of Contents while leaving the indicatrix layer. Using the skills learned previously, rearrange the map layers and change the colors of the basemap so that the indicatrix layer is easily visible (Figure 2.29).

Evaluate Distortion Patterns in Map Projections
As learned previously, a map projection is the geometric transformation of the round earth onto a flat plane using mathematical equations. One cannot perform this transformation without a high degree of distortion. However, some map projections can maintain a high degree of accuracy of particular geometric characteristics called preserved properties. Distortion occurs in one or more of the following properties:
- Area
- Shape
- Distance
- Direction
- Continuity
A map projection may be able to maintain more than one of these properties, but no map projection can preserve all of them at once. Take a moment to capture a screenshot of your ArcMap window. You can do this by pressing the Alt key and the Print Screen key on your keyboard while the ArcMap window is active. Open a blank Microsoft word document.
In Microsoft Word, press Ctrl V to paste the screenshot into the document. Right-click the image and choose Insert Caption (Figure 2.30). Type the name of the map projection as the figure caption. Then, write down the answer to the following questions:
- Which of the five properties appear to be preserved based on the size and shape of the indicatrices?
- Which of the five properties appear to be distorted based on the size and shape of the indicatrices?
- Where on the map does there appear to be minimal distortion?
- Where on the map does there appear to be the most distortion?

Save your Word document to your final folder. You answer these same questions for other map projections in a later step.
Measuring Scale Distortion
In ArcMap, activate the Snapping toolbar (Figure 2.31).

One the Snapping toolbar, be sure that only the Point Snapping is active (Figure 2.32). Point snapping will make measurements easier in a later step.

Turn on the labels for the populated places layer so that the map displays the name of each city. On the Tools toolbar, find the Measure tool (Figure 2.33).

Because the circles on the indicatrix layer are precisely one thousand kilometers across, change the units in the Measure tool to kilometers (Figure 2.34).

The first measurements need to establish an accurate baseline. To do this, change the Measurement Type to Geodesic (Figure 2.35). Recall that a geodesic measurement uses the spherical model of Earth when calculating distances.

Practice using the Measure tool on one of the circles on the indicatrix layer. Zoom into the circle closest to Alaska. It has a shape that is nearly a perfect circle. Then, with the Measure tool active, move the mouse cursor over one side of the circle and click once. Then, move the cursor to the opposite side of the circle and double-click to complete the line segment. The Measure tool records the information on the dialog box (Figure 2.36). Don’t worry about getting it perfect. This step helps you practice using the Measure tool while also demonstrating the accuracy of a geodesic measurement.

Next, measure the distance between Tokyo to Vancouver. You may need to zoom out to see both cities clearly (Figure 2.37). The point snapping setting should help with the accuracy of the measurement.

Open a blank Microsoft Excel workbook and record the geodesic length in kilometers between Tokyo and Vancouver. Also, record the scale factor by entering the following formula in the cell next to the distance in kilometers (Figure 2.38). Be sure to include the dollar signs in the second half of the equation.
=SUM(B2/$B$2)

On the Measure tool dialog box, change the Measurement Type to Planar (Figure 2.39).

Once again, measure the distance from Tokyo to Vancouver. You should notice a slight difference in the distance value (Figure 2.40).

Record the planar distance from Tokyo to Vancouver into your Excel table (Figure 2.41). Copy and paste the scale factor formula into the cell next to the distance in kilometers for the World from Space projection.

As you learned previously, the scale factor is the relationship between the principal scale and the actual scale (Figure 2.42). One uses the principal scale, based on the scale of the generating globe, to construct the map projection. Cartographers refer to a map scale measured locally as an actual scale.

In this instance, you are not using scale ratios for actual and principal scale. Instead, you are dividing the planar map projection measurement by the geodesic measurement (Figure 2.43). Like the principal scale, the geodesic measurement is based on the scale of the generating globe. The results are similar.

A scale factor of 1 means that the planar map projection distance and the spherical geodesic distance are the same. A scale factor of less than one indicates that the planar map projection distance is less than spherical geodesic distance. Therefore, the map projection is distorting distances by making them smaller. A scale factor of greater than one means that the planar map projection distance is greater than spherical geodesic distance. Thus, the map projection is distorting distances by making them larger. Knowing the range of the scale factor throughout the map is a good indicator of error and uncertainty related to size and distance.
On your Microsoft Word document, record the answer to the following question as it applies to the World from Space projection:
- What does the scale factor indicate in terms of distortion for this map projection in the region between Tokyo and Vancouver?
Save the Excel workbook to your final folder. In later steps, you enter additional measurements and scale factors for multiple map projections.
As you can see, the difference between the geodesic measurement and the planar measurement of the map projection are significant. Understanding how map projections influence accuracy is especially important when conducting spatial analysis.
Skill Drill: Evaluate and Measure Distortion
Repeat the steps for changing the projection of the data frame and evaluating distortion patterns for the following map projections:
- • Cylindrical Equal Area (world)
- • Goode Homolosine (Ocean)
- • Mercator (world)
- • North America Lambert Conformal Conic
- • North Pole Azimuthal Equidistant
For consistency, change the central meridian or longitude of center to 180 for each map projection (Figure 2.44). You should measure the distance from Tokyo to Vancouver across the Pacific Ocean.

Be sure to take screenshots of each map projection. You may place them all into the same Microsoft Word document. Also, you should write down the answers to the same questions for each as well:
- Which of the five properties appear to be preserved based on the size and shape of the indicatrices?
- Which of the five properties appear to be distorted based on the size and shape of the indicatrices?
- Where on the map does there appear to be minimal distortion?
- Where on the map does there appear to be the most distortion?
- What does the scale factor indicate in terms of distortion for this map projection in the region between Tokyo and Vancouver?
Additionally, you should record each distance measurement from Tokyo to Vancouver on your Excel table (Figure 2.45).

Be sure to save both your Microsoft Word document and your Excel workbook when done. Be prepared to discuss your answers to the questions and your measurements at a later time.
Troubleshooting Datum Shift
Now that you have explored how different projections distort the geometric characteristics of features on a map, you will now investigate how the ArcGIS software handles multiple datasets with distinct spatial reference systems. ArcMap represents geographic data visually using the data frame, the center of the three primary windows of the ArcMap user interface (Figure 2.46). As you learned previously, the data frame uses a specific display projection, which is defined in the Data Frame Properties Coordinate System tab. Earlier, you changed the display projection to determine distortion patterns of the indicatrix layer visually. Each time you changed the data frame spatial reference properties on the Coordinate System tab, the spatial reference of the feature classes in your geodatabase remained untouched. ArcMap makes this possible through a process called project-on-the-fly.

When you first open a blank map document, the data frame has no spatial reference properties assigned to it. When you add your first layer to the Table of Contents, ArcMap adopts that layer’s spatial reference information and uses it for the data frame display. When you add the next layer to the Table of Contents, ArcMap checks the second layers spatial reference information. When it encounters a different spatial reference, ArcMap usually provides a warning message. If you accept the new layer, ArcMap tries to dynamically line up the two layers by performing a datum transformation on the fly.
A datum transformation is a mathematical process in which the geographic coordinates of one datum are converted into the geographic coordinates of another datum. Recall that geodetic datums are the reference ellipsoid and origin point that model Earth and form the basis for geographic coordinates such as latitude and longitude (Figure 2.47). You can’t have latitude and longitude coordinates without a datum. Additionally, each datum uses different latitude and longitude values due to their position relative to the geoid model of Earth.

Some datums are optimized to increase accuracy over a specific region, such as North America or Europe. Other earth-centered datums, such as WGS 1984, try to average out their fit uniformly across the globe (Figure 2.48).

Typically, the ArcGIS software does a decent job when transforming the latitude and longitude coordinates from one datum to another. However, there are multiple ways to perform this transformation mathematically. In some cases, the method of transformation does not always provide the best results and can introduce spatial error into your analysis.
Navigate to the Humboldt County GIS Data Download page. Under Frequently Requested Data Sets, download the Humboldt County GIS Roadway Centerline shapefile(Figure 2.49). Save the zip file to your original folder. When done, decompress the file and delete the zip.

In ArcMap, add the roads shapefile to the map. Open the data frame properties and navigate to the coordinate system tab. Match the spatial reference of the data frame to the new road layer. You can do so by opening the Layers folder, which displays all of the spatial reference systems currently loaded into the Table of Contents (Figure 2.50). Select NAD 1927 State Plane California I FIPS 0401 from the list. When ready, click OK. The data frame now matches the spatial reference of the road layers.

Return to the Humboldt County GIS Data Download page and download the Fire Hydrants Shapefile under Fire Plan Data (Figure 2.51). Save the file to your original folder and decompress it. When ready, add the fire hydrants shapefile to the map.

Zoom in to the Humboldt Bay and along the waterfront just north of Downtown Eureka (Figure 2.52). You should see the location of the fire hydrants relative to the streets. Most are located alongside the street segments and near intersections.

Next, use the Project tool to transform the fire hydrants layer from NAD 1927 State Plane California I FIPS 0401 to GCS WGS 1984. Recall that the Project tool does not alter the original data. Instead, it creates a copy of the data during the transformation process.
In the Catalog Window, click the plus sign next to Toolboxes. Expand the System Toolboxes, then Data Management Tools. Scroll down and expand Projections and Transformations and double-click the Project tool (Figure 2.53).

For the Input Dataset or Feature Class, use the drop-down menu to select the layer representing fire hydrants. For the Output Dataset or Feature, name the feature class hydrantWGS84 and save it to your geodatabase. For the Output Coordinate System, click the button on the right. When the Spatial References Properties window opens, open the Layers folder and GCS WGS 1984 and click OK. You may leave all other default settings and click OK (Figure 2.54).

When the geoprocessing completes, you should see your hydrants feature class in your geodatabase. ArcMap may automatically add it to the map. If not, you should do so now. Zoom in close and compare the original fire hydrant layer with the new hydrant feature class. Change the colors of the point symbols for clarity if necessary (Figure 2.55). You may notice that the original layer and the new layer do not align.

Geospatial scientists call this difference in location a datum shift. This datum shift is caused by the differences in the geodetic datums between the two datasets as well as the mathematical equations used by the GIS software when trying to perform on-the-fly transformations. In other words, ArcMap knows that the two layers have different spatial reference system properties, and it works to line them up in the data frame using project-on-the-fly.
However, the process is not perfect, and spatial errors are introduced.
In ArcMap, activate the Measure tool and change the units to meters. Measure the extent of the datum shift from a point on the original fire hydrant layer to the new one. In your Microsoft Word document, answer the following question:
• How many meters of spatial error did the datum shift introduce?
• How might such an error impact an application of geospatial analysis, such as for city planning?
Take a moment to consider the implications. Imagine if you didn’t have two copies of the same data set to compare. For example, suppose you downloaded the street layer from the Humboldt County website and obtained the fire WGS 84 hydrant layer from a different source, such as from a friend or coworker. How would you notice the spatial error introduced by the datum shift? Most readers would likely be unaware of the spatial error. A potential datum shift is why it is essential to use a consistent spatial reference system for every dataset when conducting spatial analysis. The best way to avoid spatial errors when conducting an analysis is to make sure that every layer in the Table of Contents has the same spatial reference properties as the data frame.
Repairing Corrupted Data Using the Define Projection Tool
As you learned previously, GIS data is often composed of multiple files working together. For example, a shapefile might appear as a single file in ArcMap. When one views the same shapefile using Microsoft File Explorer, one can see that many files are present (Figure 2.56).

Once in a while, these component files get deleted or corrupted for various reasons, and you may encounter a shapefile that is missing the spatial reference information. To correct this issue, you must first understand how a shapefile stores spatial reference information. The file that ends in the .shp extension stores the feature geometry, such as nodes and arcs. As you learned previously, a node is a single XY coordinate pair, such as latitude and longitude, that represent a point feature. An arc is a linear feature made up of nodes, vertices, and line segments. In an arc, the nodes refer to the beginning and ending points of a line feature. Vertices refer to any intermediate points in between the start and endpoints (Figure 2.57).

Though the .shp file stores the feature geometry, it does not specify any other spatial reference system information such as which geodetic datum or map projection is used. As you learned earlier, each datum uses slightly different geographic coordinates. Even though ArcMap may have a shapefile’s latitude and longitude coordinates, without knowing the correct datum to use, ArcMap cannot place the features on the map. For shapefiles, the spatial reference information, including map projection and datum, is stored in the file that ends with .prj (Figure 2.58).

In Microsoft Windows File Explorer, open the original folder. Right-click on the populated places .prj file and select Open with (Figure 2.59).

When the dialog box opens, choose Notepad from the list of applications (Figure 2.60).

Take a few minutes to examine the contents of the .prj file. As you can see, the .prj file contains only text. In this instance, it starts with the geographic coordinate system, followed by the datum information. After that, the prime meridian gets defined. Lastly, the units used for the XY data are provided (Figure 2.61).

The ArcGIS software reads this textual information to understand how to use the geographic coordinates stored in the .shp file. Without this information, ArcMap cannot correctly place the features on the map. In the next few steps, you will intentionally corrupt the shapefile by deleting the .prj file. Close the Notepad application and open the original folder in Microsoft Windows File Explorer. Right-click on the populated places .prj file and select Delete (Figure 2.62).

In ArcMap, expand the original folder in the Catalog Tree. Drag and drop the populated places shapefile into the data frame. You should see a warning message appear regarding an unknown spatial reference (Figure 2.63). Take a moment to read through the error message. When done, click OK.

Currently, you should have the populated places feature class that was from your World Data geodatabase already loaded on the map. Zoom to the west coast of the United States to get a better view of some of the cities in this feature class, such as San Francisco and Los Angeles. What you will not see is the populated places shapefile correctly place on the map, even though the layer is visible in the Table of Contents (Figure 2.64).

When zoomed out, the undefined layer appears as a single dot. However, all of the point features are still present. In the Table of Contents, right-click on the populated places shapefile that has the unknown spatial reference. Choose, Zoom to Layer. As you can see, all of the point features are drawn correctly relative to each other. It is the size and location that is incorrect due to the missing spatial reference information (Figure 2.65).

To correct this problem, you must replace the missing .prj file. In the Catalog Window, click the plus sign next to Toolboxes. Expand the System Toolboxes, then Data Management Tools. Scroll down and expand Projections and Transformations and double-click the Define Projection tool (Figure 2.66).

In ArcMap, choose the populated places shapefile with the unknown coordinate system as the input. For the Coordinate System, click the button on the right. In the Spatial References Properties window, open the Layers folder and select GCS WGS 1984. When ready, click OK, then click OK again to run the tool (Figure 2.67).

When geoprocessing is complete, zoom back to the west coast of the United States. The two populated places layers should now align (Figure 2.68). In Microsoft Windows Explorer, you should see the .prj file replaced.

Skill Drill: Repairing Incorrect Coordinate System Definitions
Though it may have a similar name, the Define Projection tool and the Project tool work very differently. The Project tool does not alter the original input data. Instead, it makes a copy of the data. Most of the geoprocessing affects the geometry stored in the new .shp file. The Define Projection tool does not create an output dataset. It also does not alter the geometry stored in the .shp file. The Define Projection tool modifies the original input data by overwriting the .prj file. If the .prj file is missing, it creates a new one. You should only use the Define Projection tool when you have a dataset that has an unknown spatial reference or an incorrect coordinate system defined.
Confusing these two tools is a common mistake that many readers often make. Mixing them up will corrupt your data. For example, suppose you wanted your populated places shapefile to use the same spatial reference as the streets and fire hydrant layers. Your intentions are good because you know that having layers with different spatial reference properties can introduce spatial errors, such as a datum shift. In this instance, you want all of your layers to be in the State Plane Coordinate (SPC) system used by the streets and fire hydrants. The correct procedure would be to create a new shapefile with the desired spatial reference properties using the Project tool. However, like many others before, you choose to use the Define Projection tool instead.
To demonstrate this problem, run the Define Projection tool on the populated places shapefile that you corrected earlier. This time, use the other spatial reference listed in the Layers folder that starts with NAD 1927 State Plane. You may notice a warning icon in the upper right (Figure 2.69). Click the yellow exclamation to read the warning. Then, close the warning and click OK to run the tool.

In your Microsoft Word document, write down the answer to the following questions:
- • What happened to the location of the data layer on the map?
- • Why does the data not align with the layer from the geodatabase feature class?
• What kind of spatial error is this?
Open the .prj file with Notepad and view the contents (Figure 2.70). As you can see, the textual information stored within has changed. The information now references a different datum, NAD 1927. It also includes much more information because the State Plane Coordinate (SPC) system contains more complexity than a geographic coordinate system.

ArcMap reads the text in this file and assumes that the geographic coordinates stored in the .shp file come from the North American Datum of 1927 (NAD 1927). Recall that the Define Projection tool does not alter the .shp file. The geographic coordinates come from a different datum, WGS 1984. The result is a shapefile with an incorrectly defined spatial reference. To correct this error, rerun the Define Projection tool. Overwrite the incorrect .prj file with one that uses GCS WGS 1984 as the coordinate system (Figure 2.67).
When done, you can save your map document and close ArcMap. Take a moment to save your Microsoft Word Document and your Excel workbook. Be prepared to discuss your results at a later time. Back up your project folder to a safe location like Google Drive.