Illustrate with a specific example the importance of map projection/coordinate system in GIS operations.
Answer-
A map projection is a systematic transformation of the latitudes and longitudes of locations on the surface of a sphere or an ellipsoid into locations on a plane. Types of coordinate systems The following are two common types of coordinate systems used in a geographic information system (GIS): A global or spherical coordinate system such as latitude-longitude. These are often referred to as geographic coordinate systems. A projected coordinate system such as universal transverse Mercator (UTM), Albers Equal Area, or Robinson, all of which (along with numerous other map projection models) provide various mechanisms to project maps of the earth's spherical surface onto a two-dimensional Cartesian coordinate plane. Projected coordinate systems are referred to as map projections. Coordinate systems (both geographic and projected) provide a framework for defining real-world locations.
Illustrate with a specific example the importance of map projection/coordinate system in GIS operations.
what is the portal system? define the portal system in detail? Provide a specific example and describe the importance of the portal system to your examples
Using a specific example explain the concept instructional objective and elaborate on the importance of using the instructional objectives in economic education.
Ill. The Federal Reserve System A. Illustrate the primary role and functions of the Federal Reserve System using specific examples. For example, what are its key macro-activities and their economic consequences? B. Explain the operational mechanics of the Federal Reserve System in terms of its structures and governance using specific details. In other words, how does the system work on a day-to-day basis? C Illustrate the potential for the Federal Reserve's monetary policies to impact capital markets using specific examples....
Question 5. ArcGIS records projection and coordinate system information into a file with prj extension. Open MD_cities_SPCS.prj in any text editor (e.g., WordPad, Notepad, etc.). Read the prj file, and explain the following information for the MD_cities_SPCS layer: projection, geodesy, GCS, geodetic datum and unit. Make sure you do not change the file (i.e., do not save the changes if you ever modify the content of this file. You may read ArcGIS Help to answer this question. (2 points) this...
give an example of a curvlinear coordinate system , Find the gradient, divergence, and curl find the tangent and normal
1. Stating that a map "complies with national map accuracy standards" communicates which type of accuracy? Relative accuracy Absolute accuracy Attribute accuracy 2. Data in a spaghetti data model maintains topological integrity. True False 3. Which map projection is the "official" map projection for projecting Colorado State Plane Coordinates? Transverse Mercator Lambert Conformal Conic 4. Which datum is used by GPS receivers when recording/collecting GPS coordinates? WGS 84 NAD 83 NAD 27 Everest 5. Verifying network topology is a form...
PHYSICAL GEOGRAPHY WILLIAM MARSH Describe an example of an open system and a closed system on Earth. For the open system, describe the specific energy and matter that comes into and/or out of the system. For the closed system, describe why energy and matter stays within the system. Using Figure 2.7 and Figure 2.16 in the textbook as a reference, describe any patterns you see on Earth that can be categorized based on latitude or longitude. In other words, look...
Create a concept map using all the listed terms: Innate immune system Adaptive immune system Specific immune response nonspecific immune response neutrophils histamine lysozyme skin phagocytic cells cytokines antimicrobial proteins granulocytes natural killer cells CD8 T cells CD4 T cells PAMP leukocytes Bile Microbiota Cytotoxic T cell B cell Antibodies
y 20 EXAMPLE 3 To illustrate the Mean Value Theorem with a specific function, let's consider f(x) = x3 – X, a = = 0, b = 2. Since f is a polynomial, it is continuous and differentiable for all x, so it is certainly continuous on [0, 2] and differentiable on (0, 2). Therefore, by the Mean Value Theorem, there is a number c in (0, 2) such that f(2) – f(0) = f'(C)(2 - 0). 15 10 Now...