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A) Map projection and coordinate system are unrelated.
B) A map projection is based on a coordinate system.
C) A coordinate system is based on a map projection.
D) None of the above
E) A) and B)
E) A) and B)
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A) negative
B) positive
C) A) and B)
D) undefined
D) undefined
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Map projections are methods used to repr...View Answer
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Map projections are methods used to repr...
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NAD83 and NAD83(HARN) are both geodetic ...View Answer
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NAD83 and NAD83(HARN) are both geodetic ...
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A) Lambert conformal conic
B) Mercator
C) Equidistant conic
D) Web Mercator
E) All of the above
F) C) and D)
F) C) and D)
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A) 46.7°
B) 46.5°
C) 46.3°
D) None of these is correct
E) All of the above
F) C) and D)
F) C) and D)
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A) SPC (State Plane Coordinate) system
B) UTM (Universal Transverse Mercator) Grid system
C) PLSS (Public Land Survey System)
D) None of these is correct
E) All of the above
F) A) and C)
F) A) and C)
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A) True
B) False
B) False
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A "datum shift" refers to the change from one geodetic datum to another. In the context of Geographic Information Systems (GIS), a datum is a mathematical model of the Earth that serves as the reference or base for calculating the geographic coordinates of locations. Since the Earth is not a perfect sphere but an irregular shape approximated by an ellipsoid, different datums are created to provide the best fit for different regions of the Earth.
When GIS work involves combining spatial data that have been referenced to different datums, a datum shift can significantly affect the accuracy and consistency of the combined dataset. Here are some of the ways a datum shift can impact GIS work:
1. **Positional Inaccuracies**: The most direct effect of a datum shift is that the same geographic location can have different coordinates under different datums. This can lead to positional inaccuracies when data layers are overlaid, causing features to be misaligned or improperly scaled.
2. **Data Integration Challenges**: When integrating spatial data from various sources, a datum shift can complicate the process. If the datums are not properly accounted for, the resulting integrated dataset may be unreliable due to the inconsistencies in positional information.
3. **Map Misinterpretation**: Maps created without correcting for datum shifts can lead to misinterpretation of spatial relationships. For example, roads, boundaries, or natural features may appear to be in the wrong location relative to each other, leading to poor decision-making.
4. **Navigation and Surveying Errors**: For applications that require precise location information, such as navigation or land surveying, a datum shift can lead to significant errors. This can have serious implications for construction, resource management, and emergency response.
5. **Legal and Regulatory Implications**: Inaccurate GIS data due to uncorrected datum shifts can have legal and regulatory consequences, especially when it comes to property boundaries, zoning, and environmental regulations.
6. **Data Conversion and Transformation Overhead**: To mitigate the effects of datum shifts, GIS professionals must spend additional time and resources on data conversion and coordinate transformation processes. This can increase the complexity and cost of GIS projects.
To address the issues caused by datum shifts, GIS professionals use coordinate transformation methods to convert data from one datum to another. This process often involves using transformation parameters or algorithms that account for the differences between the datums. Modern GIS software typically includes tools to perform these transformations, but it is crucial for GIS practitioners to understand the underlying principles and ensure that the correct transformation is applied to maintain data accuracy and integrity.
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Answered by ExamLex AI
A "datum shift" refers to the change from one geodetic datum to another. In the context of Geographic Information Systems (GIS), a datum is a mathematical model of the Earth that serves as the reference or base for calculating the geographic coordinates of locations. Since the Earth is not a perfect sphere but an irregular shape approximated by an ellipsoid, different datums are created to provide the best fit for different regions of the Earth.
When GIS work involves combining spatial data that have been referenced to different datums, a datum shift can significantly affect the accuracy and consistency of the combined dataset. Here are some of the ways a datum shift can impact GIS work:
1. **Positional Inaccuracies**: The most direct effect of a datum shift is that the same geographic location can have different coordinates under different datums. This can lead to positional inaccuracies when data layers are overlaid, causing features to be misaligned or improperly scaled.
2. **Data Integration Challenges**: When integrating spatial data from various sources, a datum shift can complicate the process. If the datums are not properly accounted for, the resulting integrated dataset may be unreliable due to the inconsistencies in positional information.
3. **Map Misinterpretation**: Maps created without correcting for datum shifts can lead to misinterpretation of spatial relationships. For example, roads, boundaries, or natural features may appear to be in the wrong location relative to each other, leading to poor decision-making.
4. **Navigation and Surveying Errors**: For applications that require precise location information, such as navigation or land surveying, a datum shift can lead to significant errors. This can have serious implications for construction, resource management, and emergency response.
5. **Legal and Regulatory Implications**: Inaccurate GIS data due to uncorrected datum shifts can have legal and regulatory consequences, especially when it comes to property boundaries, zoning, and environmental regulations.
6. **Data Conversion and Transformation Overhead**: To mitigate the effects of datum shifts, GIS professionals must spend additional time and resources on data conversion and coordinate transformation processes. This can increase the complexity and cost of GIS projects.
To address the issues caused by datum shifts, GIS professionals use coordinate transformation methods to convert data from one datum to another. This process often involves using transformation parameters or algorithms that account for the differences between the datums. Modern GIS software typically includes tools to perform these transformations, but it is crucial for GIS practitioners to understand the underlying principles and ensure that the correct transformation is applied to maintain data accuracy and integrity.
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Answered by ExamLex AI
On-the-fly projection is a term commonly used in Geographic Information Systems (GIS) to describe the dynamic transformation of spatial data from one coordinate system to another during the process of visualization or analysis. This allows users to work with multiple layers of geographic data that may be stored in different coordinate systems without having to permanently transform the data into a common coordinate system beforehand.
Here's how on-the-fly projection works:
1. **Data Storage in Native Coordinate Systems**: Spatial data is often stored in a variety of coordinate systems, depending on the source of the data or the region it represents. When this data is added to a GIS, it retains its original coordinate system, known as its native or source projection.
2. **GIS Project with a Defined Coordinate System**: When you create a new project in a GIS application, you typically define a coordinate system for the project. This is known as the project's coordinate system or the map's projection.
3. **Adding Data to the Project**: As you add different layers of data to the project, the GIS software detects the coordinate system of each layer. If a layer's coordinate system differs from the project's coordinate system, the software recognizes that a transformation is necessary.
4. **Dynamic Transformation**: When you view or analyze the data, the GIS software performs a dynamic transformation, also known as on-the-fly projection, to align the data with the project's coordinate system. This transformation is done in real-time and only for display or analysis purposes. The original data files remain unchanged in their native coordinate systems.
5. **Seamless Integration**: The result is that layers with different source projections appear to align correctly on the map. This seamless integration allows users to overlay maps, perform spatial analysis, and generate accurate results without the need for time-consuming data conversion processes.
6. **Performance Considerations**: On-the-fly projection can be computationally intensive, especially when working with large datasets or complex transformations. Modern GIS software is optimized to handle these calculations efficiently, but there may still be performance impacts depending on the hardware and the complexity of the data.
7. **Accuracy and Limitations**: While on-the-fly projection is a powerful feature, it is important to be aware of potential accuracy issues. Some projections may introduce distortions when transformed, and certain analyses may require data to be in a specific projection to yield accurate results. In such cases, it may be necessary to permanently reproject the data into a suitable coordinate system before analysis.
In summary, on-the-fly projection is a convenient feature in GIS that allows users to work with spatial data from various sources and coordinate systems in a unified manner, enhancing the flexibility and efficiency of spatial analysis and map-making processes.
Correct Answer
Answered by ExamLex AI
On-the-fly projection is a term commonly used in Geographic Information Systems (GIS) to describe the dynamic transformation of spatial data from one coordinate system to another during the process of visualization or analysis. This allows users to work with multiple layers of geographic data that may be stored in different coordinate systems without having to permanently transform the data into a common coordinate system beforehand.
Here's how on-the-fly projection works:
1. **Data Storage in Native Coordinate Systems**: Spatial data is often stored in a variety of coordinate systems, depending on the source of the data or the region it represents. When this data is added to a GIS, it retains its original coordinate system, known as its native or source projection.
2. **GIS Project with a Defined Coordinate System**: When you create a new project in a GIS application, you typically define a coordinate system for the project. This is known as the project's coordinate system or the map's projection.
3. **Adding Data to the Project**: As you add different layers of data to the project, the GIS software detects the coordinate system of each layer. If a layer's coordinate system differs from the project's coordinate system, the software recognizes that a transformation is necessary.
4. **Dynamic Transformation**: When you view or analyze the data, the GIS software performs a dynamic transformation, also known as on-the-fly projection, to align the data with the project's coordinate system. This transformation is done in real-time and only for display or analysis purposes. The original data files remain unchanged in their native coordinate systems.
5. **Seamless Integration**: The result is that layers with different source projections appear to align correctly on the map. This seamless integration allows users to overlay maps, perform spatial analysis, and generate accurate results without the need for time-consuming data conversion processes.
6. **Performance Considerations**: On-the-fly projection can be computationally intensive, especially when working with large datasets or complex transformations. Modern GIS software is optimized to handle these calculations efficiently, but there may still be performance impacts depending on the hardware and the complexity of the data.
7. **Accuracy and Limitations**: While on-the-fly projection is a powerful feature, it is important to be aware of potential accuracy issues. Some projections may introduce distortions when transformed, and certain analyses may require data to be in a specific projection to yield accurate results. In such cases, it may be necessary to permanently reproject the data into a suitable coordinate system before analysis.
In summary, on-the-fly projection is a convenient feature in GIS that allows users to work with spatial data from various sources and coordinate systems in a unified manner, enhancing the flexibility and efficiency of spatial analysis and map-making processes.
A) True
B) False
B) False
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A) CORS96
B) NAD83
C) NAD27
D) WGS84
E) None of the above
F) A) and D)
F) A) and D)
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A) 3
B) 1
C) 2
D) B) and C)
E) A) and C)
E) A) and C)
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Web Mercator, also known as the Web Merc...View Answer
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Web Mercator, also known as the Web Merc...
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Selecting a coordinate system in ArcGIS ...View Answer
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Selecting a coordinate system in ArcGIS ...
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A) True
B) False
B) False
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A) 1
B) None of these is correct
C) 0.9
D) 0.9996
E) B) and C)
F) All of the above
F) All of the above
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A) transverse Mercator and Lambert conformal conic
B) transverse Mercator and Albers conic equal-area
C) Lambert conformal conic and Albers conic equal-area
D) B) and C)
E) A) and C)
E) A) and C)
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A
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A
A) There is no projection distortion along the meridian.
B) None of these is correct
C) The meridian must be a standard meridian.
D) The meridian must be the line of 0° longitude.
E) B) and D)
F) B) and C)
F) B) and C)
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An ellipsoid and a sphere are both mathe...View Answer
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An ellipsoid and a sphere are both mathe...
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