<?xml version="1.0" encoding="UTF-8"?>
<tem xmlns="http://www.teachengineering.org/tem/elements/1.0/" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://www.teachengineering.org/tem/elements/1.0/ http://www.teachengineering.org/schemas/tem.xsd"><identifier>http://www.teachengineering.org/view_lesson.php?url=collection/cub_/lessons/cub_rockets/cub_rockets_lesson06.xml</identifier><docType>lesson</docType><format>text/xml</format><language/><title>Where Am I: Navigation and Satellites</title><creator>Integrated Teaching and Learning Program, </creator><keywords><keyword>GPS</keyword><keyword>location</keyword><keyword>lost</keyword><keyword>navigation</keyword><keyword>orbit</keyword><keyword>position</keyword><keyword>satellite</keyword><keyword>triangulation</keyword></keywords><vocabulary><word>satellite</word><word>longitude</word><word>latitude</word><word>altitude</word><word>triangulation</word><word>orbit</word><word>navigation</word></vocabulary><summary>How do we know where we are? What happens if you are completely lost in the middle of nowhere? Does technology provide tools for people lost in their travels? A person cannot usually determine an accurate position just by looking out a window in the middle of the ocean or vast area of land, particularly if it has not been charted before. In this lesson, students explore the concept of triangulation that is used in navigation satellites and global positioning systems designed by engineers. Also, students learn how these technologies can help people determine their position or the location of someone else.</summary><engrConnection>
		
			
				Satellites have been in existence for years for various purposes, including scientific research, weather, communications, navigation and, simply, for observing the Earth. Engineers are involved with designing these satellites, getting them into orbit and analyzing the information relayed by them. Satellites for navigation purposes were developed in the late 1950s as a direct result of maritime ships needing to know exactly where they were at any given moment. As people explore more and more remote regions and as communication needs for those living in more distant locations increase, navigation and pinpointing exact locations becomes an even more important challenge for engineers.
			
		
	</engrConnection><learningObjectives><learningObjective>Explain how triangulation is used to find a location.</learningObjective><learningObjective>Define Global Positioning Systems (GPS) and explain why they are useful.</learningObjective><learningObjective>List several different ways engineers help locate people on Earth.  </learningObjective></learningObjectives><timeRequired unit="minutes">15</timeRequired><publisher>TeachEngineering.org</publisher><contributors><contributor>Jay Shah</contributor><contributor>Malinda Schaefer Zarske</contributor><contributor>Janet Yowell</contributor></contributors><references><reference>../../lessons/cub_navigation/cub_navigation_lesson08.xml</reference></references><eduStandards><eduStandard><id>S11417B7</id><locale>International_Technology_Education_Association-ITEA_STL_Standards</locale><type>Technology</type><description>D. The use of transportation allows people and goods to be moved from place to place.
</description><lowgrade>3</lowgrade><highgrade>5</highgrade></eduStandard><eduStandard><id>S114259A</id><locale>Colorado</locale><type>Science</type><description>b. Utilize direct and indirect evidence to
investigate the components of the
solar system
</description><lowgrade>4</lowgrade><highgrade>4</highgrade></eduStandard><eduStandard><id>S114259C</id><locale>Colorado</locale><type>Science</type><description>d. Develop a scientific explanation
regarding relationships of the
components of the solar system</description><lowgrade>4</lowgrade><highgrade>4</highgrade></eduStandard><eduStandard><id>S1142733</id><locale>Colorado</locale><type>Math</type><description>a. Formulate a question to test a
prediction, and conduct an experiment
using chance devices, such as coins,
spinners, and number cubes, to test
predictions
</description><lowgrade>4</lowgrade><highgrade>4</highgrade></eduStandard><eduStandard><id>S1142734</id><locale>Colorado</locale><type>Math</type><description>b. Represent the outcomes of
experiments with fractions, and
describe using the concepts of
impossible, unlikely, likely, and certain
</description><lowgrade>4</lowgrade><highgrade>4</highgrade></eduStandard><eduStandard><id>S1142735</id><locale>Colorado</locale><type>Math</type><description>c. Describe the likelihood of real-life
situations using the concepts of
impossible, unlikely, likely and certain
(PFL)</description><lowgrade>4</lowgrade><highgrade>4</highgrade></eduStandard></eduStandards><geoCoverage>United States</geoCoverage><rights>Copyright 2012 - Integrated Teaching and Learning Program, College of Engineering, University of Colorado at Boulder</rights><rights>http://www.teachengineering.org/policy_ipp.php</rights><isPartOf>http://www.teachengineering.org/</isPartOf><created type="W3CDTF">2011-11-30</created><gradeLevel lowerbound="3" upperbound="5">4</gradeLevel><audience>Teacher</audience></tem>

