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Using the WV Growth Model to Measure Student Achievement Nate Hixson Assistant Director, Office of Research.

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Presentation on theme: "Using the WV Growth Model to Measure Student Achievement Nate Hixson Assistant Director, Office of Research."— Presentation transcript:

1 Using the WV Growth Model to Measure Student Achievement Nate Hixson Assistant Director, Office of Research

2 WV Growth Model 1.Background 2.Partnership with NCIEA 3.Status vs. growth 4.Key questions addressed by the model 5.Limitations 6.Using school growth data Introductory paper available at: http://tinyurl.com/WVgrowthmodel

3 Background – Why do we even care about student growth? » Federal landscape » Answering new questions about student performance » Research and evaluation » Making testing information more accessible and useful

4 Overview of Partnership with NCIEA – National Center for the Improvement of Educational Assessment (NCIEA) » Mission is to help increase student achievement through improving assessment and accountability. » Works with states to refine policy and practice around assessment. – Who is Dr. Damian Betebenner? » Senior Associate at NCIEA » Architect of the Colorado Growth Model » Methodological consultant for WV Growth Model

5 Features of the WV Model – Status vs. growth – Key questions addressed by model – Limitations – Uses of data

6 Status vs. Growth – Status: A snapshot of student performance on a single day. Answers the question: “Is the student proficient?” – Growth: A longitudinal view of student performance over time. Answers the questions: “How much did the student gain when compared with her/his academic peers?” and “Is it sufficient for her/him to reach or maintain proficiency?”

7 Status and Growth A Balanced Approach Low GrowthHigh Growth Quadrant 2 Is believed not to require improvement because declining student growth is not recognized under status model Quadrant 3 Does not require improvement and is a potential site of interest for best practices Quadrant 1 Legitimately requires improvement Quadrant 4 Is believed to require improvement because high rates of growth are not recognized under the current status model. May be a potential site of interest for best practices. High Performing (Status) Low Performing (Status)

8 Two Key Questions Addressed by the Model What level of academic growth do individual students in WV exhibit? (Normative Component) Is the amount of individual growth exhibited, adequate for a student to achieve or maintain mastery of the state’s CSOs within a reasonable period of time? (Criterion Component)

9 How Much Growth? – Question 1... » What level of academic growth do individual students in WV exhibit? Step 1 – Build cohorts of students with similar academic histories. » Look at all prior test data » No demographic data are used

10 How Much Growth? Step 2 – calculate SGPs for students in each cohort » Tells us about the likelihood of a student’s growth given the performance of other members of her/his cohort » Outputs a percentile rank for each student in each content area (i.e., RLA/Math) » The growth of a group of students (e.g., school, subgroup, etc.) can be summarized using the median SGP

11 Is it Enough? – Question 2... » Is the amount of individual growth exhibited adequate for a student to achieve or maintain mastery of the state’s CSOs within a reasonable period of time? Step 1 – Apply the SGP forward » If growth is sustained at its current level what will be the outcome for the student? » What level of growth is necessary to reach proficiency or beyond? – What’s the target?

12 Is it Enough? If the student is currently proficient… and the SGP indicates s/he will maintain mastery Keeping Up and the SGP indicates s/he will decline below mastery Falling Behind and the SGP indicates s/he will reach above mastery or distinguished Moving Up If the student is not currently proficient… and the SGP indicates s/he will reach mastery Catching Up and the SGP indicates s/he will stay below mastery? Stay Behind

13 Limitations of the Model – Not a panacea or magic bullet » Has to operate in context of accountability and SIG requirements. – For whom can we calculate growth? » Only students in grades 4 – 11, in tested subjects » Students must have at least 2 consecutive scores » We are starting with only RLA and Math Vertically articulated content is relatively smooth across grade levels » Model relies on standardized assessment data

14 Using School Growth Data – School Improvement – Research and Evaluation – Accountability – Informing Instructional Decisions – Informing Stakeholders

15 Thank You Nate Hixson (nhixson@access.k12.wv.us)nhixson@access.k12.wv.us Assistant Director Office of Research


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