<?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_navigation/cub_navigation_lesson04.xml</identifier><docType>lesson</docType><format>text/xml</format><language/><title>Getting it Right!</title><creator>Integrated Teaching and Learning Program, </creator><keywords><keyword>navigation</keyword><keyword>accuracy</keyword><keyword>precision</keyword><keyword>calculation</keyword><keyword>approximation</keyword><keyword>geometry</keyword><keyword>trigonometry</keyword><keyword>error</keyword></keywords><vocabulary><word>Geometry</word><word>Trigonometry</word><word>Sextant</word><word>Accuracy</word><word>Precision</word><word>Computer</word><word>Equation</word><word>Altitude </word></vocabulary><summary>In this lesson, students will investigate error.  As shown in earlier activities from navigation lessons 1 through 3, without an understanding of how errors can affect your position, you cannot navigate well. Introducing accuracy and precision will develop these concepts further. Also, students will learn how computers can help in navigation. Often, the calculations needed to navigate accurately are time consuming and complex. By using the power of computers to do calculations and repetitive tasks, one can quickly see how changing parameters likes angles and distances and introducing errors will affect their overall result. </summary><engrConnection>
		
			
				Engineers must be aware that the theoretical equations they use to describe the physical world are approximations. Some equations are accurate approximations, and others are rough. An engineer must have the experience and skill to determine how much error is acceptable for a particular design. Engineers use many techniques, many of which involve computers, to help process the many calculations required to make good estimations.
			
		
	</engrConnection><learningObjectives><learningObjective>Understand value computers have on society and describe the advantages as well as disadvantages of using a computer  </learningObjective><learningObjective>Describe the difference between accuracy and precision.  </learningObjective><learningObjective>Understand that mathematical concepts are required when navigating. </learningObjective></learningObjectives><timeRequired unit="minutes">50</timeRequired><publisher>TeachEngineering.org</publisher><contributors><contributor>Jeff White</contributor><contributor>Matt Lippis</contributor><contributor>Penny Axelrad</contributor><contributor>Malinda Schaefer Zarske</contributor><contributor>Janet Yowell</contributor></contributors><references><reference>http://www.nps.gov/jeff/LewisClark2/Education/ForTeachers/PatrickGassJourney/GassLtrPg21.htm</reference><reference>http://www.sailnet.com/forums/cmps_index.php</reference><reference>http://www.scsc.k12.ar.us/1999outwest/members/MockK/lesson_plan.htm</reference><reference>http://academic.brooklyn.cuny.edu/geology/leveson/core/linksa/treasurehunt.html</reference><reference>http://home.earthlink.net/~nbrass1/cardart.htm</reference></references><eduStandards><eduStandard><id>S11416DD</id><locale>International_Technology_Education_Association-ITEA_STL_Standards</locale><type>Technology</type><description>F. Knowledge gained from other fields of study has a direct effect on the development of
technological products and systems.</description><lowgrade>6</lowgrade><highgrade>8</highgrade></eduStandard><eduStandard><id>S11425BD</id><locale>Colorado</locale><type>Science</type><description>b. Describe methods and equipment
used to explore the solar system and
beyond
</description><lowgrade>8</lowgrade><highgrade>8</highgrade></eduStandard><eduStandard><id>S1142658</id><locale>Colorado</locale><type>Math</type><description>a. Add, subtract, multiply and divide
rational numbers including integers,
positive and negative fractions and
decimals
</description><lowgrade>8</lowgrade><highgrade>8</highgrade></eduStandard><eduStandard><id>S114172C</id><locale>International_Technology_Education_Association-ITEA_STL_Standards</locale><type>Technology</type><description>C. Many inventions and innovations have evolved using slow and methodical processes of
tests and refinements.
</description><lowgrade>6</lowgrade><highgrade>8</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">2010-08-23</created><gradeLevel lowerbound="7" upperbound="9">8</gradeLevel><audience>Teacher</audience></tem>

