Where Is The Math In Science Olympiad? Aligning .

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Michelle Meadows and Joanne CanigliaWhere is the Math in Science Olympiad?Aligning Mathematics Standards toScience Olympiad EventsAbstractScience Olympiad (SO) is a nationalnon-profit organization which holdsscience competitions for students ingrades 7-12 within 50 states with eachevent aligned to Next Generation Science Standards (NGSS, 2010). The purpose of this article is not only to alignthe Common Core State Standards inMathematics (CCSSM) with ScienceOlympiad events, but also to determineWebb’s Depth of Knowledge Levels(DOK) within the mathematics content.This alignment was achieved by utilizing a content analysis and the Depth ofKnowledge alignment processes (Webb,1999). The findings in this study indicate there are a significant number of SOevents that are aligned to the CCSSMwith high levels of Depth of Knowledgewithin the Division B (grades 6-8) and C(grades 9-12) events.Where is the Math in ScienceOlympiad?Aligning Mathematics Standards toScience Olympiad EventsScience Olympiad (SO), a competition for students in grades 6-12, hasmore than 7,200 teams (15 membersper team) and 400 invitational, regional,state, and national tournaments within50 states (Science Olympiad, 2017).These competitions hold 23 events inbiology, chemistry, physics, earth science, and engineering. Science Olympiad is a national non-profit organizationdevoted to improving the quality of science education, increasing student interest in science, and providing recognitionKeywords: depth of knowledge, mathematicsand science education, Science Olympiad102of outstanding achievement in scienceeducation by both students and teachers.These goals are accomplished throughclassroom activities, research, trainingworkshops and encouragement of intramural, district, regional, state and national tournaments (Science Olympiad,2017). Science Olympiad is broken intofour divisions: A1 (grades K-3); A2(grades 3-6), B (grades 6-9), and C (grades9-12). Students may compete individuallyin an event, but the overwhelming majority of students compete in pairs or groups.National rules state that teams need 15student members to compete.Rationale for the StudyThe National Science Teacher Association (NSTA, 2016) recognizes thatmany kinds of learning experiences,including science competitions, cancontribute significantly to the educationof students in science, technology, engineering, and mathematics (STEM) subjects. Among the principles that guidethis position, NSTA believes that sciencecompetitions should supplement and enhance other educational experiences andbe closely aligned or integrated with thecurriculum. The alignment to the NextGeneration Science Standards is clearlydocumented on the SO website (ScienceOlympiad, 2017). However, the mathematics that is embedded within activities is not addressed in their literature.Aligning the Common Core State Standards for Mathematics (CCSSM, 2010)and Mathematical Practices with SOevents would serve two purposes. First,it will demonstrate the close bond existing between mathematics and sciencethat is often not recognized by students(Brophy, Klein, Portmore & Rogers, 2008;Committee on Science, 2006; Dixon &Brown, 2012). Second, the authors believe such an alignment will encourageSTEM teachers to invite student participation, knowing that the CommonCore State Standards and Mathematical Practices are integrated throughout,thus broadening the impact of ScienceOlympiad.Norman Webb’s (1997) Depth-ofKnowledge (DOK) schema has becomeone of the key tools educators can employ to analyze the cognitive demand(complexity) intended by the standards,curricular activities, and assessmenttasks. Webb developed a process andcriteria for systematically analyzing thealignment between standards and testitems in assessments. In this article, theauthors extended the process and criteriato reviewing the mathematics embeddedwithin the SO events. The Webb modelcategorizes assessment tasks (SO events)by different levels of cognitive expectation, or depth of knowledge, requiredto successfully complete the task. Hess(2004-2012) further articulated the modelwith content specific descriptions foruse by classroom teachers and organizations conducting alignment studies (SeeFigure 1). Thus, the purpose of this article is to align mathematical contentof the CCSSM with Science Olympiadevents and examine the Depth of Knowledge found within the mathematics content and practices.Literature ReviewAccording to the Science Olympiadwebsite (2018), the organizations goals areto increase male, female and minority interest in science, create a technologicallyliterate workforce and provide recognitionfor outstanding achievement by bothSCIENCE EDUCATOR

Figure 1. Hess, 2017 Cognitive Rigor Matrix used with permission.students and teachers. In a researchstudy involving elementary, middle,and high school students, Abernathy &Vineyard (2001) found that ScienceOlympiad helps students develop anduse scientific skills such as scientific reasoning to build new content knowledgeand increase their interest in science.The SO events in their study encouragedstudents’ natural curiosity in STEM byproviding new contexts for them to learnwithout rigid curriculum constraints.Preparation for the competition depends on the SO event. Several monthsbefore the competition Science Olympiad students are provided with referencesheets which contain the parametersof their events. Students also have aScience Olympiad coach who helps facilitate their preparation. While studentsknow the objectives of their events inWINTER 2018 VOL. 26, NO. 2advance, they are required to designand collect, analyze, and interpret dataduring the SO lab and building events(Philpot, 2015). McGee-Brown, Martin,Monsaas and Stombler (2003) discovered Science Olympiad students demonstrated an in-depth understanding ofscience concepts, principles, processes,and techniques related directly to theirscience standards. Other research hasshown an increase in students’ problem solving and critical thinking skills(McGee-Brown et. al, 2003, Hounsell,2000, Abernathy & Vineyard, 2001).According to The Next GenerationScience Standards (NGSS, 2013):“The world has changed dramaticallyin the 15 years since state scienceeducation standards’ guiding documents were developed. Since thattime, many advances have occurredin the fields of science and scienceeducation, as well as in the innovationdriven economy. We need new sciencestandards that stimulate and buildinterest in STEM.”Science Olympiad also addresses theimportance of science content and interestin STEM within their mission and vision.According to Dr. Gerard Putz, presidentand co-founder of Science Olympiad, theorganization was founded to improve thequality of math and science educationand to reignite enthusiasm in those fieldsamong students (Putz, 2005). Researchon Science Olympiad outcomes foundthat students who prepare for these eventsapply not only science, but engineeringand mathematics skills (McGee-Brownet. al., 2003; Wirt, 2011; Christie, 2008).103

Table 1. Alignment of B EventsB Event TitleAnatomyScience Standards &Practices (SPs)LS1-3Mathematics Topics AddressedCellular MeasurementMS CCSSM & Practices (MPs)8EEA4: Perform operations with numbers expressedin scientific notation.Mathematics DOK*1, 2Bottle RocketETS1-2-4Engineering Design7SPC8 Find probabilities of compound events.1, 2, 3SPs: 2-67EE3: Solve problems with integers. Convert betweenforms, assess reasonableness.1, 2, 3Design mathematical models to solve a practicalor abstract situation.Crime BustersDisease DetectivesPS1-3SPs: 3,4,8ETS1-2-3; ESS3-4;SP: 2Dynamic PlanetMSESS2-3-6;SPs: 2, 4, 6EcologyExperimental DesignFast FactsChemical reaction data analysiswith percentages.Population and geological data,calculation of risk andsimulation errors.Analysis and interpretationof fossils, continental shifts,and seismographs.MSLS2-1-5; HSLS2-1-8; Analyze data and developmodels of energy flow inorganisms. Evaluate ecosystemsusing rates and tables.SPs: 1-8SPs: 8Analyze, interpret, and discussstatistical trends with data.Relaying facts about scientistsand minerals.MPs: 1-846RPA3: Use ratio and rate reasoning to solvereal-world problems.1, 27GB6: Solve real-world problems involving area,volume and surface area.1, 27RPA2: Represent proportional relationshipsbetween quantities.1, 28FB5: Describe functional relationships in graphs.1, 2, 36EEC9: Analyze graphical relationships betweendependent and independent variables.MPs: 1-71, 2, 37EE3:(See Bottle Rockets)1, 2, 36RPA3: (See Crime Busters)1, 27SPA2: Use data from samples to draw inferencesabout unknown populations.2, 3MPs: 2, 4, 57RPA2: (See Crime Busters)1, 28EEB5: Graph and compare proportional relationshipsfor unit rates (slope).1, 2, 3MPs: 2- 87RPA2: (See Crime Busters)1, 27EEB4: Use variables for quantities in real-worldproblems and equations.1, 2, 38SPA4: Understand patterns of association in bivariatecategorical data. Construct/interpret two-way tables.7SPA2: (See Disease Detectives)1, 2, 36SPB4: Display numerical data1, 26SPB5: Summarize numerical data (A&B)SPB4: Use measures of center and variability datato draw inferences.MPs: 1-81, 2, 31, 2, 3CCSM: None12, 3MPs: 3, 6104SCIENCE EDUCATOR

Table 1. continuedB Event TitleFood ScienceHovercraftScience Standards &Practices (SPs)SPs: 3-8SPs: 2-6Mathematics Topics AddressedBuild a calorimeter. Solve equationsand proportions involvingtemperature.Use ratio/scale to build aself-propelled air-levitatedvehicle.MS CCSSM & Practices (MPs)6RPA3D: (See Crime Busters)Mathematics DOK*1, 27RPA3: Use proportional relationships to solvemultistep ratio problems.1, 2MPs: 1-86RPA3B: (See Crime Busters)1, 26RPA3D: Use ratio reasoning to convertmeasurements.1, 27GA1: (See Food Science)1, 2Design mathematical models to solve a practicalor abstract situation4MPs: 1-8Invasive SpeciesHSLS4-2; ESS3-3Interpret data on natural hazards.7RPA3: (See Invasive Species)1, 2MeteorologyESS2–5; ESS3–2Analyze weather maps.6RPA3B: (See Crime Busters)1, 2Microbe MissionLS1-1, 6-7;HS-LS1-1, 3-7HS-PS3Analyze microbe data and findnet energy transfer.Build Rube Goldberg using data.5GA2: Represent problems with graphing.8EEA4: (See Anatomy)1, 21, 2Quantities (N-Q), 1-3: Reason quantitatively to solveproblems: 1. Choose and interpret units/scales,2. Define quantities, 3. Measure accurately1, 2Design mathematical models4MPs: 1-87GB5: Solve multi-step angle problems.1, 2Mission PossibleSPs: 2-8OpticsReach for the StarsRoad ScholarRocks and MineralsScramblerPS4-1-3HS-ESS1-3SPs: 2PS1-1; ESS2-1; HSESS2-3ETS1-2-4;SPs: 2-6Use geometry and physicsto direct a laser beamSolve equations to studyastronomical phenomena.Calculate acreage of areas.Calculate percentages of minerals.Measure energy fromegg drops.8G5: Use ideas about distance and anglesto solve problems.1, 2, 36RPA3B: Solve unit rate problems.1, 2HSF. IFB4: Interpret and describe relationshipsof graphs.1, 2HSA.SSEA1: Interpret expressions thatrepresent quantities.1, 2Quantities (N-Q): (See Mission Possible)1, 26GA3: Draw polygons in coordinate planesto find real world lengths.1, 27GB6: (See Crime Busters).MPs: 2, 4, 56RPA3C: Find percent of quantities.1, 21, 27EEB3 &7SPC8: (See Bottle Rocket)1, 2, 3Design mathematical models to solve a practicalor abstract situation4MPs: 1-8WINTER 2018 VOL. 26, NO. 2105

Table 1. continuedB Event TitleTowersWind PowerWright StuffWrite it/Do itScience Standards &Practices (SPs)SPs: 2-6SPs: 2-8SPs: 2-6SPs: 2, 5-8Mathematics Topics AddressedBuild a specified towerbefore competition.Build a blade assemblyto capture wind power.Design a free-flight,rubber-powered monoplaneto achieve maximumair time.Construct objects froma student’s description.MS CCSSM & Practices (MPs)7GB6: (See Crime Busters)Mathematics DOK*1, 27GA2: Draw geometric shapes with conditions.1, 2Design mathematical models4MPs: 1-86RPA3B: (See Optics)1, 27RPA3: (See Food Science)1, 2Design mathematical models4MPs: 1-86RPA3B: (See Optics)1, 27GB6: (See Crime Busters)1, 27GB5: (See Optics)1, 2Design mathematical models4MPs: 1-8Standards vary.3MPs: 2- 8*Due to multiple parts per event, more than one DOK rating may be listed.Prior studies of Science Olympiaddirect their focus toward student perceptions, preparation for SO events,and the impact their participation hadon their career choices (McGee-Brownet. al., 2003; Wirt, 2011; Christie, 2008).These studies found that students whoparticipated in SO events demonstrateda higher percentage of positive feelingstoward STEM content areas, gained anincrease of 21st century skills, and aremore likely to follow a STEM relatedcareer path (McGee-Brown et. al., 2003;Wirt, 2011; Christie, 2008).Although this research discussesSTEM careers and skills, there exists agap in the literature specifically aligningthe Science Olympiad events to DOKlevels, CCSSM, or the MathematicalPractices. While specific science contentstandards were identified on the ScienceOlympiad website, no record relatingthese events to mathematics or DOK levels existed in the review of the literature.As teachers seek to learn how to best106prepare their students for these events, itis helpful that connections between SOevents and the mathematical knowledgeare made explicit.MethodologyBoth a content analysis and alignmentof DOK levels were used in this studyas a means to determine the relationshipsbetween the Science Olympiad DivisionB and C events, the Next GenerationScience Standards and Practices, Webb’sDepth of Knowledge Framework, andthe Common Core State Standards forMathematics and Mathematical Practices.Results were used to support mathematics and science teachers, administrators,and school districts that participate in theScience Olympiad competitions.Procedures for Content AlignmentA quantitative content analysis wasused to determine which mathematical topics were addressed in the B andC events and how often they occurred(Krippendorff, 2012; Neuendorf, 2002).Data gathered from five resources provided by the Science Olympiad websiteincluded: rules of each event, powerpoints, event content wikis, released exams, and videos. After authors definedthe purpose of analysis and materials tobe analyzed, the identification of rulesthat constituted a “match” between thestandards and events was made. The establishment of the CCSSM and Mathematical Practice categories led theauthors to decide that in order for an eventto exhibit a particular standard (or fit ina category), the mathematics involvedmust be at or beyond grade levels forDivision B (6-8) or Division C (9-12).For example, many events required calculations but reviewers did not includeany mathematics standards lower thanfourth grade as evidence. However, if themathematics was an essential feature ofthe event, such as developing an experimental design where statistical/graphicalanalysis was necessary, then the mathematics was matched with the appropriateSCIENCE EDUCATOR

Figure 2. Mathematics Content Standards by Grades Addressed in B Events. This figure illustratesthe frequency of math topics included within events.standard(s) and mathematical practices.The eight mathematical practices (MPs)describe the varieties of processes andproficiencies that mathematics educatorsseek to develop in their students (CCSSM,2010). Finally, the frequency of alignedstandards was documented with an effortto quantify the number of times each eventwas dependent on specific mathematicalcontent standards (Division B: grades 6-8and Division C: grades 9-12).Alignment Models for DOKResearchers have developed modelsto enable more sophisticated alignmentanalysis of standards (Case, Jorgensen, &Zucker, 2009). The most frequentlyused are Webb’s Model, Surveys ofEnacted Curriculum (SEC), and theAchieve Model. Norman Webb’s modelof alignment has been used frequentlyin the field of education (Ananda,2003; Impara, 2001; La Marca et al.,Figure 3. Middle and High School Content Areas Addressed in B Event. This figure illustrates thefrequency of specific content areas within event.WINTER 2018 VOL. 26, NO. 22000). Webb aligns programs along thelines of five dimensions of an assessment: (a) content focus, (b) categoricalconcurrence, (c) depth of knowledgeconsistency, (d) range of knowledgecorrespondence, and (e) balance ofrepresentation.Content focus concerns the development of student knowledge of the subject matter Categorical concurrenceexamines the similarity between thecategories of content in the standardsand assessments. Depth of knowledgeconsistency compares the content complexity required by the standards andmeasured by the assessments. Range ofknowledge correspondence comparesthe span of knowledge required by thestandards in a subject area to that ofthe assessments. Balance of representation compares the emphasis givento certain topics and objectives in thestandards to the assessment’s corresponding emphasis. To carry out analignment study using Webb’s model,a panel consisting of four to six educators and content specialists trainedto identify DOK levels and standardsare required. Each criterion is ratednumerically, allowing the results to beobjectively quantified, calculated, andreported.Andrew Porter developed the Surveysof Enacted Curriculum (SEC) Modelthat categorizes the standards and assessments according to content topicsand cognitive demand (CCSSO, 2002).Cognitive demand is described usingcategories that are specific to each specific discipline. In mathematics these include (a) memorization, (b) procedures,(c) understanding, (d) generalizations/proof, and (e) solutions of non-routineproblems. This categorization producesa matrix that enables a comparison ofthe standards and assessments (Porter,2002).The third model by Achieve, Inc., hasdeveloped an alignment model that canbe used to compare a state’s standards tothose of other states or nations, provideprofessional development to state educators and perform an audit of a state’seducation reform. The Achieve model107

Table 2. Alignment of C EventsC Event TitleEcologyHS Science Standards &Practices (SPs)LS1–2-3Mathematics Topics AddressedGrowth Curves of Populations,Exponentials, Logistics, NumberPyramids, Invasion Curves, andPredator-Prey Graphs.HSF CCSSM & Practices (MPs)IFB4: Interpret features (quantities)of graphed and give a verbaldescription of the relationship.Mathematics DOK*2, 3LEB5: Interpret parameters in alinear or exponential function.Invasive SpeciesLS4– 2Time series and Invasion Curves.Microbe MissionLS1–1, 3-7Exponential Growth Curve.IDB6a: Fit a function to data tosolve problems in context.IDA1: Interpret categorical andquantitative data. Summarize,represent, and interpret data on asingle count or measurementvariable.IDA1: (See Invasive Species).2, 31, 2, 36SP4: Summarize and describedistributions and display datain graphs.Anatomy and PhysiologyLS1–2-3Homeostasis-ActionPotential GraphDisease DetectivesESS3–4; ETS1–3Odds Ratio,Epidemic Curve,Identify types of error andstatistical analysis.SP: 2HovercraftSPs: 2-6MPs: 2,4,5Kinematic Equations,Projectile Motion,Momentum, Density, Pascal’s law,IFC7e: Analyze functions using differentrepresentations. Graph exponential,trigonometric, and logarithmic functions.Show key features by hand and usingtechnology.N-QA2: Reason quantitatively anduse units to solve problems.Define appropriate quantities for thepurpose of descriptive modeling.IDA2: Interpret Categorical andQuantitative Data.Summarize, represent, andinterpret datato compare center) and spread.REI.A1: Reasoning with Equations andInequalities by explaining steps andconstructing viable arguments.1, 21, 2, 31, 2N-Q2: (See Anatomy and Physiology).Wind PowerSPs: 2-8Materials SciencePS1–3; PS2–6SPs: 2-8108Power of Wind FormulaMultimeter ReadingsYoung’s ModulusStress/Strain Curve,Creep Rate, Viscosity,Surface Area/Volume, Ratios.MPs: 2-5, 7-8N-Q2: (See Anatomy and Physiology).7GB6: Solve problems involving area,volume and surface area.23, 4N-Q.1-3:1. Use units to understand problems2. Define appropriate quantities for modeling.3. Choose a level of accuracy whenreporting quantities.SCIENCE EDUCATOR

Table 2. continuedC Event TitleOpticsHS Science Standards &Practices (SPs)PS4–1, 3-5Mathematics Topics AddressedAngles of reflection andrefraction and Snell’s Law.HSF CCSSM & Practices (MPs)8GA3: Describe the effect of dilations,translations, rotations, and reflectionsusing coordinates.Mathematics DOK*1, 2, 3TFB5: Choose trigonometric functionsto model phenomena.ForensicsSPs 2-8Angle of Impact of Blood Spatter.Chemistry LabPS1–2, 4-5, 7Stoichiometry.8EEA4: Perform operations inscientific notation.TFB7: Use inverse functionsto solve trigonometric equations.Evaluate and interpret solutionsusing technology.N-Q.A1-3: (See Materials Science).21, 2, 3SSE.A1b: Interpret expressions byviewing one or more of their partsas a single entity.CED.A1: Create equations and inequalitiesin one variable and use to solve problems.CED.A2: Create equations in two or morevariables to represent relationshipsbetween quantities; graph equations oncoordinate axes with labels and scales.HydrogeologyESS3–4, 6SPs: 2, 5-6, 8Game OnSPs: 2, 5Write It Do ItSPs: 2, 5-8Experimental DesignSPs: 1-8Algebraic Equations,Matrices, Mathematical Modeling,Estimation, andNumerical Modeling.Programming with Technology.Measurement, andPrecision in Description.Creating a graph from atable. GraphStatistics (Central Tendency,and Hypothesis Testing.REIB3: Solve linear equations andinequalities in one variable.N-Q.1-3: (See Materials Science).MPs: 2-5, 8N-Q.1-3: (See Materials Science).IC-B.3. Recognize purposes and differencesamong surveys, experiments, andobservational studies; explain howrandomization relates to each.IC-B4: Use survey data to estimatepopulation means or proportions;and develop a margin of error throughsimulation models.3, 431, 21, 2, 3IC-B5: Use data and simulationsfrom a randomized experimentto compare two treatments.Electric VehicleSPs: 2-8Motor cogging formulaRobot ArmSPs: 2-8TowersSP’s: 2-6Construction of a robotic armto grab, lift, and depositspecific items in prescribedlocations.Problem solving,Precision in Measurement, andGeometric Structures.WINTER 2018 VOL. 26, NO. 2IC-B6: Evaluate reports based on data.CEDA2: (See Chemistry lab).MPs: 1, 2, 4-6MPs: 1-822, 31, 2, 3109

Table 2. continuedC Event TitleHelicoptersRocks and MineralsRemote SensingDynamic PlanetAstronomyHS Science Standards &Practices (SPs)SPs: 2-6MS-PS1–1;MS-ESS2–1;ESS2–3PS4–1, 2, 5;ESS2–2, 4-5MS-ESS2–2-;ESS2–2-3ESS1–2-3Mathematics Topics AddressedPrecision in Measurement,Problem solving, Modeling, lookfor and expressing regularity inrepeated reasoning.Crystal structures of minerals.Image Interpretation,Radiation, and find surfacearea using graphs.Drift velocity and Magnitudeof Earthquakes.H-R Diagram,Distance modulus,Scientific Notation, andHubble’s Law.HSF CCSSM & Practices (MPs)MPs: 1-8Mathematics DOK*1, 2, 3,GMDB4: Identify shapes of two-andthree-dimensional cross-sectionsgenerated by rotations.7GB6: (See Materials Science).12, 3, 4N-Q1-3: (See Materials Science).1, 2N-Q1-3: (See Materials Science).1, 2*Due to multiple parts per event, more than one DOK rating may be listed.uses five criteria for alignment: content centrality, performance centrality,challenge, balance, and range (CCSSO, 2002; Resnick et al., 2003). Content centrality compares the contentof each test item to the correspondingstandard. Performance centrality compares the difficulty (cognitive demand)of each item to the difficulty requiredby the corresponding standard. Challenge examines whether a set of itemsconsidered together expresses the degree of proficiency required by thestandards. Balance and Range providea quantitative and qualitative evaluation of the emphasis placed on topicsin the assessment compared to the emphasis placed on the same topics in thestandard (Case, Jorgensen, & Zucker,2009).The authors selected Webb’s modelprimarily for the DOK criteria whichhad been used in previous publications aligning assessments with theCommon Core. The reliability withinWebb’s model has been well established by its use in alignment studiesfor more than 10 states (Council ofChief State School Officers [CCSSO],2002). Producers of standardized testsrely on Webb’s model to augmentnorm-referenced assessments for compliance. Webb’s model is adaptable to other purposes for which an110alignment study may be required(Impara, 2001).Reviewer Panel Participants andTrainingBecause this content alignment requires a panel of experts in particularmathematics and science content fields,six pre-service and two in-service mathematics and science teachers were askedto serve as reviewers. For this study, theWebb Alignment Tool was used, wherealignment analysis is a two-part process.Two training and work sessions (approx.3 hours each) with the mathematics andscience panelists were held. On day oneall participants were provided with copies of the CCSSM grades 5-12, NextGeneration Science Standards grades5-12, Webb’s Depth of Knowledge framework, Hess’s Model (2013), and the 2016Science Olympiad Event Guides and resources. Reviewers used these materialsfor their training on assigning DOK levelsto the mathematics embedded in the SOevents. On day 2, reviewers aligned an SOevent to the mathematics standards andidentified the DOK levels using Hess’smodel (see Figure 1).Interrater ReliabilityTo ensure that raters coded the itemsin a consistent manner, the authorsconducted two rounds of review. Theprocess involved coding randomly selected mathematics items from eachevent, with a total of 73 mathematicsitems selected for calibration. In the firstround reviewers rated items independently and reconvened to discuss ratings and resolve any discrepancies. Inthe second round, the authors rated theremaining items independently to checkthe interrater reliability. Results showedacceptable interrater reliability for thecontent analysis at an 81% percentagreement using CCSM and SO events.For DOK results, the weighted kappacoefficient, which is a measure of rateragreement that takes into account agreement of ordinal data due to chance, wasat 0.78 for mathematics.FindingsTable 1 illustrates the relationshipbetween science and mathematics topics behind the B events within middleschool Science Olympiad divisions. Thefirst two columns describe the individualevents and science standards addressed(Science Olympiad, 2017). The next twocolumns identify the middle school (MS)mathematics topics, corresponding standards, and practices that were alignedby reviewing documents shared on theSO website (i.e. power points, handouts,SCIENCE EDUCATOR

Figure 4. B Event CCSSM per Grade Level. This figure illustrates number of standards per gradelevel.practice tests). The last column identifies the mathematics DOK levels usingWebb’s identification for mathematicsand science (Hess, 2013).Analysis of Group B EventsAs observed from Table 1, one eventmay contain multiple standards and/orpractices for math or science. Comparing the Mathematical DOK levelsamong all 23 events, 7 were categorized at a Mathematical DOK level of4, while 8 were at a level 3, 7 were at alevel 2 DOK and only 1 was at a level 1DOK. All of these events fell under oneof the following science strands: Life,Personal & Social Science, PhysicalScience & Chemistry, Inquiry & Natureof Science, Technology & Engineering, and Earth and Space Science. Thehighest DOK levels for Math (Level 4)Figure 5. Mathematics Content Standards Addressed in C Events. This figure illustrates mathematicstopics found in grades 6-12.WINTER 2018 VOL. 26, NO. 2were in the areas of: Technology & Engineering (4 out of 7), Physical Science &Chemistry (2 out of 7), and Inquiry &Nature of Science (1 out of 7). It maybe that these three content areas requirehigh scientific DOK demands for students that also transfer to high levelsof mathematics problem solving situations. Additional data of B events areillustrated in Figures 2 and 3.As illustrated in Figure 2, most standards addressed were within 7th grade(44%), with the highest categories in Geometry (17%), Ratios (11%), and Statistics (9%). Sixth grade was second highest(Figure 2) at 27%, with the highest topics in Ratios (13%) and Statistics (7%).With all grade levels combined (Figure2), most standards addressed were: Ratios(25%), Geometry (23%), and Statistics(21%). Similar findings within all middleand high school events identified the areas of Geometry, Ratios, and Statistics asrepresenting the majority of topics withinthe B events (Figure 3).Analysis of Group C EventsTable 2 illustrates the relationship between science and mathematics topicswithin the Division C high school SOevents. The first two columns describe theindividual events and science standardsaddressed (Science Olympiad, 2017). Thenext two columns identify the high school(HS) mathematics topics, correspondingstandards, and practices that were alignedby reviewing documents shared on theSO website (i.e. power points, handouts,practice tests). The last column identifiesthe mathematics DOK levels using Webb’sidentification for mathematics and science(Hess, 2013).As observed from Table 2, one eventmay contain multiple standards and/or practices for math or science. Comparing the Mathematical DOK levelsamong all 23 events, 3 were categorizedat a Mathematical DOK level of 4, while11 were at a level 3, 8 were at a level 2DOK and only 1 was at a level 1 DOK.All of these events fell under one of thefollowing science strands: Life, Personal &Social Science, Physical Science &Chemistry, Inquiry & Nature of Science,Technology & Engineering, and Earth111

Figure 6. Middle and High School Content Areas Addressed in C Event. This figure illustrates thenumber of high school standards addressed.and Space Science. The highest DOKlevels for Math (Level 4) were in the areas of: Technology & Engineering (2 outof 4), Physical Science & Chemistry (2out of 4), and Inquiry & Nature of Science (1 out of 4). There were the samethree areas

tional tournaments (Science Olympiad, 2017). Science Olympiad is broken into four divisions: A1 (grades K-3); A2 (grades 3-6), B (grades 6-9), and C (grades 9-12). Students may compete individually in an event, but the overwhelming major-ity of students compete in pairs or groups. National r

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