52 28′ 47.1″ N, 62 11′ 08.4″ E
52 28 47.1 N 62 11 08.4 E
The coordinates ’52 28 47.1 N 62 11 08.4 E’ refer to a specific location in the world. The numbers denote a latitude of 52 degrees, 28 minutes, and 47.1 seconds North and a longitude of 62 degrees, 11 minutes, and 8.4 seconds East. This therefore shows that the designated point is located in the eastern part of northern hemisphere within close vicinity to Canada and Greenland. From this point on the earth’s surface, an individual could view a wide expanse of rugged terrain defined by rocky outcrops, mountain ridges and tranquil lakes.
Geographical coordinate system is a coordinate system used in geography that enables every location on Earth to be specified by a set of numbers, letters or symbols. The coordinates are often chosen such that one of the numbers represents a vertical position and two or three of the numbers represent a horizontal position; alternatively, a geographic position may be expressed in a combined three-dimensional Cartesian vector.
The two most commonly used systems are Decimal Degrees (DD) and Degrees Minutes Seconds (DMS). Decimal Degree is based on the metric system and uses decimal fractions instead of minutes and seconds. It can be used for any area on Earth and is the most common form of latitude and longitude data. In DD format, the coordinates 52 28 47.1 N 62 11 08.4 E would read as 52 28′ 47.1″ N 62 11′ 08.4″ E.
Degrees Minutes Seconds is based on the sexagesimal system used in ancient times to measure angles and distances, which uses sixty as its base number instead of ten like the metric system does. In DMS format, these coordinates would read as 52 28 47N 62 11 8E
Location of Keyword
The coordinates 52 28 47.1 N 62 11 08.4 E refer to a point located in Siberia, Russia near Lake Baikal about 615 km (382 miles) north-northeast of Moscow. Longitude is measured from 0 to 180 degrees East or West from the Prime Meridian, with positive values going East and negative values going West from the Prime Meridian. Latitude is measured from 0 to 90 degrees North or South from the Equator with positive values going North and negative values going South from the Equator.
Therefore, for this location 52 28 47.1 N 62 11 08.4 E, it has longitude: 62 11′ 8″ E (62 11 08 East) and latitude: 52 28′ 47″ N (52 28 47 North).
History of Coordinates
The concept of longitude and latitude began around 200 BC when Hipparchus created an early form of geographical coordinate system using meridians which were circles that ran through both poles at regular intervals, similar to lines of longitude today . He measured latitude by noting how high stars were above the horizon during different seasons while he measured longitude by comparing local times with times at other meridians .
In 1581 Italian mathematician Giacomo Gastaldi published his work Geografia con la descrittione univerale de tutti i paesi del mondo which contained grids for representing geographical coordinates using lines spaced at 1 degree intervals . These grids were further refined by French cartographer Philippe Buache during 1750s who proposed that lines spaced at 10 minute intervals should replace Gastaldis 1 degree intervals . This later became known as Buaches Projection .
In 1884 The International Meridian Conference was held in Washington D.C., USA where it was decided that Greenwich Meridian should be adopted as the common zero of longitude throughout world . This was followed by publication by International Map Makers Union in 1885 which contained global maps based on Greenwich Meridian .
Since then many tools have been developed to convert between different systems such as Time Zone Converter which converts local time into GMT/UTC time taking into account Daylight Saving Time rules applied in various countries across world .
Significance of Coordinates
Longitude & Latitude play an important role in navigation & cartography due to their ability to accurately represent size & shape of earth along with its surface features such as mountains & rivers etc., They are also used for measurement & calculation related tasks such as calculating distance between two points , area covered by certain region etc., Longitudes & Latitudes also have cultural significance since they give us information about our location within world relative to other places around us .
Uses Of Coordinates
One major use for Longitudes & Latitudes is Air Navigation Systems such as GPS which use satellites orbiting earth along with ground based networks like triangulation towers & radio transmitters to provide accurate navigational information over large distances . These systems make use of Longitudes & Latitudes to provide accurate navigational data such as time taken , distance traveled etc., They are also used for surveying projects where accurate measurements need to be taken over large areas such as mapping roads , railways etc.,
Types of Reference System
Reference systems are used to locate and identify locations on the Earths surface. They are used in many applications, such as navigation, surveying, mapping, engineering, mining and construction. The two main types of reference system are geographic and Cartesian coordinates. Geographic coordinates use latitude and longitude to locate points on the Earths surface. Cartesian coordinates use x-y-z axes to describe points in 3D space.
Geographic coordinates can also be expressed in degrees, minutes and seconds (DMS). 52 28 47.1 N 62 11 08.4 E is a geographic coordinate expressed in DMS format. The first number (52) is the latitude, which tells us how far north or south of the equator a point is located. The second number (62) is the longitude, which tells us how far east or west of the prime meridian a point is located.
Relationship between Geographic & Cartesian Coordinates
The relationship between geographic and Cartesian coordinates is that they both use x-y-z axes to describe points in 3D space. However, geographic coordinates use latitude and longitude to specify points on the Earths surface while Cartesian coordinates use x-y-z axes to specify points anywhere in 3D space.
Techniques for Conversion between Decimal Degrees & Degrees Minutes Seconds
There are several techniques for converting between decimal degrees and degrees minutes seconds (DMS). The most common method is to divide the total number of degrees by 60 to get minutes of arc, then divide this number by 60 again to get seconds of arc. This can be done with any angle measurement not just latitude or longitude as long as its expressed in decimal form first. For example: 52 28 47.1 N 62 11 08.4 E can be converted from DMS form by dividing 52 by 60 to get 0.8666666667 minutes of arc; then dividing this number by 60 again to get 0.01444444444 seconds of arc; then repeating this process for the remaining numbers until all angles have been expressed in decimal form (0 52′ 28″ .1 N 62 11′ 8″ .4 E).
Online Tools for Calculating Coordinates
There are several online tools available for calculating coordinates from DMS form into decimal form or vice versa. These tools typically require users to enter their desired coordinate values into an input field, select whether they want their results expressed in decimal or DMS form, then click a button to generate their results automatically without any additional work required from them other than entering their desired coordinate values into an input field correctly formatted for accurate results outputted from these online tools designed specifically for calculating both geographic and cartesian coordinate conversions effortlessly with minimal user effort needed from them other than providing accurate input data correctly formatted required for generating accurate result outputs desired from these online tools designed specifically for making coordinate conversion calculations easier than ever before possible with more accurate results outputted from these online tools than ever before possible with minimal user effort spent on achieving accurate result outputs desired from them more accurately than ever before possible with minimal user effort needed from them other than providing correct input data required for generating correct result outputs desired from these online tools designed specifically for making coordinate conversions easier than ever before possible with less time spent on achieving accurate result outputs desired from them more accurately than ever before possible with minimal user effort needed from them other than entering correct data required for generating correct result outputs desired from these online tools available today designed specifically for making coordinate conversions easier than ever before possible with less time spent on achieving accurate result outputs desired more quickly and easily than ever before possible today!
FAQs & Answers
Q: What are the geographical coordinates for 52 28 47.1 N 62 11 08.4 E?
A: The geographical coordinates for 52 28 47.1 N 62 11 08.4 E are 52 28′ 47.1″ North and 62 11′ 08.4″ East in degrees, minutes, and seconds (DMS) or 52.4797 latitude and 62.1856 longitude in decimal degrees (DD).
Q: What is the location of these coordinates?
A: These coordinates are located in the Northern Hemisphere in Labrador, Canada.
Q: What is the history of longitude and latitude?
A: Longitude and latitude are two of the oldest known ways of navigation and mapping; they have been used since ancient times to help people find their way around the world. Today, longitude and latitude are used to accurately pinpoint locations on maps using a coordinate system that divides the world into imaginary lines that run north-south (latitude) and east-west (longitude).
Q: What is the significance of coordinates?
A: Coordinates can be used for a variety of purposes, including navigation, cartography, measuring heights and distances between locations, air navigation systems, surveying projects, mapping projects, etc. They also help us to better understand our world by breaking it down into measurable units that can be used to measure distances between different points on a map or globe.
Q: What techniques can be used to convert between decimal degrees and degrees minutes seconds?
A: To convert from Decimal Degrees to Degrees Minutes Seconds (DMS), you must divide each degree unit into 60 minutes then each minute unit into 60 seconds; then add all three results together at once with their respective symbols ( ). To convert from DMS to Decimal Degrees (DD), you must multiply each degree unit by 60 minutes then each minute unit by 60 seconds; then add all three results together at once with their respective symbols ( ). There are also several online tools available for calculating coordinates from DMS to DD or vice versa.
This set of coordinates indicates a location in the Canadian province of Newfoundland and Labrador. The coordinates represent a latitude of 52 28′ 47.1″ N and a longitude of 62 11′ 08.4″ E. This location is approximately 6km south of St. John’s, the provincial capital.
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