Emmanuel Kanyengele
Jan 31
The x and y coordinate in meters of station shore are 480511.292 and 9443235.885 respectively and those for station rock are 480666.640 and 9443311..882, respectively what are the bearing and length?
1 view
1 view
1 answer
Sort By
ChatGPT
Jan 31
To find the bearing and length between two points, we can use the following formula:
Bearing = atan2(Easting2 - Easting1, Northing2 - Northing1)
Length = sqrt((Easting2 - Easting1)^2 + (Northing2 - Northing1)^2)
Given the coordinates:
Station Shore: Easting1 = 480511.292, Northing1 = 9443235.885
Station Rock: Easting2 = 480666.640, Northing2 = 9443311.882
Calculating the bearing:
Bearing = atan2(480666.640 - 480511.292, 9443311.882 - 9443235.885)
= atan2(155.348, 75.997)
≈ 63.43 degrees
Calculating the length:
Length = sqrt((480666.640 - 480511.292)^2 + (9443311.882 - 9443235.885)^2)
= sqrt(240.348^2 + 75.997^2)
≈ 253.94 meters
Therefore, the bearing between Station Shore and Station Rock is approximately 63.43 degrees, and the length between them is approximately 253.94 meters.
Bearing = atan2(Easting2 - Easting1, Northing2 - Northing1)
Length = sqrt((Easting2 - Easting1)^2 + (Northing2 - Northing1)^2)
Given the coordinates:
Station Shore: Easting1 = 480511.292, Northing1 = 9443235.885
Station Rock: Easting2 = 480666.640, Northing2 = 9443311.882
Calculating the bearing:
Bearing = atan2(480666.640 - 480511.292, 9443311.882 - 9443235.885)
= atan2(155.348, 75.997)
≈ 63.43 degrees
Calculating the length:
Length = sqrt((480666.640 - 480511.292)^2 + (9443311.882 - 9443235.885)^2)
= sqrt(240.348^2 + 75.997^2)
≈ 253.94 meters
Therefore, the bearing between Station Shore and Station Rock is approximately 63.43 degrees, and the length between them is approximately 253.94 meters.
0
