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Consider an ellipsoid of revolution with a = 6378.1370 km and b = 6356.7523 km. (b) Find the cartesian coordinates of a point with B = 45.946389• and A = -66.641667• . (c) Find the cartesian coordinates of a point with w = 45.946389• and A = -66.641667. . What is the 3-dimensional distance between the points from (b) and (c)? %3D %3D

Consider an ellipsoid of revolution with a = 6378.1370 km and b = 6356.7523 km. (b) Find the cartesian coordinates of a point with B = 45.946389• and A = -66.641667• . (c) Find the cartesian coordinates of a point with w = 45.946389• and A = -66.641667. . What is the 3-dimensional distance between the points from (b) and (c)? %3D %3D

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Consider an ellipsoid of revolution with a = 6378.1370 km and b = 6356.7523 km. (b) Find the cartesian coordinates of a point with B = 45.946389• and A = -66.641667• . (c) Find the cartesian coordinates of a point with w = 45.946389• and A = -66.641667.. What is the 3-dimensional distance between the points from (b) and (c)?
Transcribed Image Text:Consider an ellipsoid of revolution with a = 6378.1370 km and b = 6356.7523 km. (b) Find the cartesian coordinates of a point with B = 45.946389• and A = -66.641667• . (c) Find the cartesian coordinates of a point with w = 45.946389• and A = -66.641667.. What is the 3-dimensional distance between the points from (b) and (c)?
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