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Using Data to Improve Student Achievement. Summer 2006 Preschool CSDC. Outcomes. Know why we need to look at data Identify two types of tests Understand three types of scores Understand Summative & Formative Assessments Be able to interpret Summative Assessment Reports
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Using Data to Improve Student Achievement Summer 2006 Preschool CSDC
Outcomes • Know why we need to look at data • Identify two types of tests • Understand three types of scores • Understand Summative & Formative Assessments • Be able to interpret Summative Assessment Reports • Know how to use data in instructional planning for increased student learning
Why Look at Data? The purpose of data is to give educators INSIGHT!
Types of Tests • Norm-Referenced Test (NRT) • Criterion-Referenced Test (CRT)
What is aNorm-Referenced Test (NRT)? • A standardized assessment in which all students perform under the same conditions. • It compares the performance of a student or group of students to a national sample of students at the same grade and age, called the norm group.
What is aCriterion-Referenced Test (CRT)? • An assessment comparing one student's performance to a specific learning objective or performance standardand not to the performance of other students. • It tells us how well students are performing on specific goals or content standards rather than how their performance compares to a national or local norming group.
Physical Education Examples • NRT-President’s Challenge Physical Fitness Test • CRT-Fitnessgram
Types of Scores Raw Scores Scale Scores Gain Scores
Raw Score (RS) • The number of items a student answers correctly on a test. • PE Example: curl-ups=32, push-ups=3, mile=7:35, s/r= 26 • The actual number/time achieved using the correct form on a sub-test of the fitness assessment.
Scale Score (SS) • Mathematically converted raw scores based on level of difficulty per question. • For FCAT-SSS, acomputer program is used to analyze student responses and to compute the scale score. • Scale Scores reflect a more accurate picture of the student’s achievement level.
Commonly referred to as “Learning Gains” The amount of progress a student makes in one school year. Gain Scores
Physical Education Example: • Mile Run • Pre-test= 10:00 Pre-test=10:00 • Post-test= 8:00 Post-test=12:00 • Learning Gain= • Reflected in a percentage=20% gain or loss • Reflected as a number= -2.00 or +2:00 • The mile time learning gain is the only sub-test score that shows improvement in a negative number. • If the mile time increases, the score will be recorded as a positive number.
Learning Gains: Who Qualifies? • All students with a pre- and post-test, including all subgroups (ESE, LEP, etc.). • All students with matched, consecutive year (i.e. 2005 & 2006) FCAT SSS results, grades 4-10, who were enrolled in the same school surveys 2 & 3 (FTE).
Learning Gains: Which Scores? • Gains apply in reading and math, not writing or science. • Pre-test may be from same school, same district, or anywhere in the state.
Learning Gains: What equals Adequate Yearly Progress (AYP)? A. Improve FCAT Achievement Levels from 2005 to 2006 (e.g. 1-2, 2-3, 3-4, 4-5) OR B. Maintain “satisfactory” Achievement Levels from 2005-2006 (e.g. 3-3, 4-4, 5-5) OR C. Demonstrate more than one year’s growth within Level 1 or Level 2 - determined by DSS Cut Points (not applicable for retained students)
Learning Gains: Retainees A retained student can only be counted as making adequate progress if he/she: Moves up one level. (e.g. 1-2, 2-3, 3-4, 4-5) Maintains a level 3, 4, or 5. REASON “A” REASON “B”
Learning Gains: Activity Using the data on the following table, determine: • which age levels made a learning gain in two of the four sub-tests?
Teacher Learning Gains Based on Data Display • 5 out of 7 students made learning gains. • 71% of this teacher’s students made learning gains and add points towards the school’s grade. • No points are given to the school for Student F because he was retained and stayed within level 1 – even though he made significant gains in DSS points. • No points are given to Student G because he decreased a level.
Results (Summative) Data used to make decisions about student achievement at the end of a period of instruction. Process (Formative) Data gathered at regular intervals during the instructional period; used to provide feedback about student progress and to provide direction for instructional interventions. Types of Data
A Closer Look at Results Data Examples: • President’s Challenge • Fitnessgram
A Closer Look at Formative Data Quizzes Chapter Tests DIBELS District Math Assessments
What tools do we have? • FCAT Inquiry (Summative) • Teacher Tools for Data Collection (Can be Summative or Formative) • Histogram • Pareto Chart • Run Chart • Scatter Diagram • Item Analysis
Histogram • Bar chart representing a • frequency distribution • of student scores • Heights of the bars represent • number of students scoring • at same level/score • Used to Monitor progress
Histogram: Minutes to Run 1 Mile 16 14 12 10 Frequency 8 6 4 2 0 5-6 7-8 9-10 11-12 13-14 15-16 Time
Histogram: Score Distribution in 7th Grade Physical Education 70 60 50 40 Frequency 30 20 10 0 0-1 2-4 5-7 8-10 11-13 14-16 17-19 20-22 23-25 26+ Push-Ups
Run Chart Use to: Monitor progress over time Display data in simplest form
Run Chart: Number of Curl-Ups per Week 180 175 170 165 Number of words 160 155 150 145 140 1 2 3 4 5 6 7 8 9 Week
Class Run Chart: Percent of Students Averaging at Least 80% on Weekly Math Quizzes 100 90 80 70 60 Percent w/ avg. of at least 80% 50 40 30 20 10 0 1 2 3 4 5 6 7 8 9 Week Class Goal: By the end of 9 weeks, 100% of our class will have an average of at least 80% on our weekly personal fitness class quizzes.
Scatter Diagram: Quiz Average vs. Test Average 100 90 80 Quiz Average 70 60 50 50 60 70 80 90 100 Test Average Scatter Diagram
Scatter Diagram: Hours of Sleep vs Mile Run Times 12 10 8 Mistakes 6 4 2 0 0 1 2 3 4 5 6 7 8 9 10 Hours of Sleep
Item Analysis Use to: Determine mastered content Determine most common mistakes
Pareto Chart Use to: Rank issues in order of occurrence Decide which problems need to be addressed first Find the issues that have the greatest impact Monitor impact of changes
Pareto Chart: Types of mistakes in Division Problems 100 100 90 90 80 80 70 70 60 60 Cumulative percentage Percent 50 50 40 40 30 30 20 20 10 10 0 0 Incorrect multiplication Incorrect subtraction No decimal Other Mistake
Females Age 12: President’s ChallengePre- to Post- Test Gains • Curl ups+3.59 (avg) • Mile Run-38 sec (avg) • Push Ups -0.47 (avg) • S/R+1.11 (avg)
Data analysis provides: Insight and Questions ? ? ? ? ?