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Triangulation Paper

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Triangulation Paper
Annalisa Marino
Mr. Winteres
English 101
April 4, 2012
Can You Find Me Now?
How is a Nintendo Wii game console able to determine the location of a Wii Remote while a player interacts with a game? The answer is triangulation, a process that determines the location of an object by measuring the angles from two or more fixed points. (Jains, Malia, 2012, pp. 30 - 48). The length of the base line and the two known angles allow a computer or person to determine the location of a third point.
Similarly, the Nintendo Wii game console uses triangulation to determine the location of a Wii Remote. A player places a sensor bar, which contains two infrared transmitters, near or on top of a television. While the player uses the Wii Remote, the Wii game console determines the remote’s location by calculating the distance and angles between the Wii Remote and the two transmitters on the sensor bar. Determining the location of a Wii Remote is relatively simple because the sensor bar contains only two fixed points: the transmitters.
A more complex application of triangulation occurs in a global positioning system (GPS). A GPS consists of one or more earth-based receivers that accept and analyze signal sent by satellites to determine a receiver’s geographic location. GPS receivers, found in handheld navigation devices and many vehicles, use triangulation to determine their location relative to at least three geostationary satellites. According to Sanders, the geostationary satellites are the fixed points in the triangulation formula (Understanding Satellites and Global Positioning Systems, 2012).
The next time you pass a surveyor, play a Nintendo Wii, of follow a route suggested by a vehicle’s navigation system, keep in mind that none of it might have been possible without the concept of triangulation.

Works Cited
Cordoba, N. E., & Sarkis, K. A. (2012). The Surveyor 's Theodolite Formula. Orlando: Orange County Press. Print.
Jains, Malia. (2012, Mar.). How Surveyors



Cited: Cordoba, N. E., & Sarkis, K. A. (2012). The Surveyor 's Theodolite Formula. Orlando: Orange County Press. Print. Jains, Malia. (2012, Mar.). How Surveyors Measure and Calculate Angles. Today 's Modern Surveyor, pp. 30-48. Print. Sanders, G. B. Understanding Satellites and Global Positioning Systems. h.d. Course Technology. Web. 27 Feb. 2012. -------------------------------------------- [ 1 ]. Cordoba and Sarkis state that electronic theodolites calculate angles automatically and then send the calculated angles to a computer for analysis (2012, p. 25)

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