This guide explains what each part of your student’s score report means. The following pages show a sample report for a student named Jolyne Smith. Your student’s scores and progress are in a report like Jolyne’s. Understanding Your Student’s Test Scores Fall 2015 1 Your student’s Family of Jolyne W. Smith name, birth date, school, and district Birth Date: 03/17/1999 School: ABC School (1234567) District: ABC District (987654) Ohio’s State Tests ALGEBRA I FALL 2015 appear at the top of the first page, along with introduction text. Parents can find This report provides the score for the state test in Algebra I that Jolyne took in fall 2015, explains what the score means, and includes ideas for how your family can help Jane improve, if needed. Visit reportcard.education.ohio.gov to view your school and district report card. For information on how you can help your child do better in school, subscribe to parent text alerts. Visit education.ohio.gov/text and sign up. resources and information by visiting the websites near the bottom of the page. What information is in this guide? Ohio’s State Tests Interpretive Guide Family Reports High School This guide applies to score reports for the following high school subjects: •• American Government •• American History •• Algebra I •• Biology •• English Language Arts I •• English Language Arts II •• Geometry •• Integrated Mathematics I •• Integrated Mathematics II •• Physical Science Family of John W. Smith 99 : 03/17/19 Birth Date 4567) ol (123 y of John W. Smith Famil ABC Scho School: (987654) 03/17/1999 rictDate: Birth ABC Dist 67) District: School (12345 School: ABC 4) District (98765 District: ABC tate Tests Ohio’s S s State Tests o’ Ohi Family of Jolyne W. Smith Birth Date: 03/17/1999 School: ABC School (1234567) MENT RN GOVE ANDistrict (987654) ABC District: Family of John W. 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The student’s name on the sample is fictitious, and any similarity to an actual student name is purely coincidental. 2 hio FA M I LY S C O R E R E P O RT Department Education of Algebra I assessment 814 Advanced - A student with a score of Advanced can create quadratic and exponential equations and inequalities to solve non-routine problems, and can interpret function notation and data in terms of its context. 725 What is in my student’s score report? She has performed at the proficient level 700 and meets standards for Algebra I. 682 School Average Score: 725 District Average Score: 721 State Average Score: 717 618 DOES NOT MEET STATE STANDARD Jolyne’s score is 706. MEETS STATE STANDARD 754 Has Jolyne reached proficient in the areas of Algebra I? Below Near Above Proficient Proficient Proficient Accelerated - A student with a score of Accelerated can rewrite exponential expressions in multiple forms appropriate to the context, interpret the graphs of functions in context, and interpret categorical data displays in context. Functions Proficient - A student with a score of Statistics Proficient can solve multi-step linear equations, interpret key features of functions, compare functions, and summarize categorical data in two categories using tables or graphs. Basic - A student with a score of Basic can create and solve simple linear equations and inequalities in one or two variables, recognize exponential functions, and interpret key features of scatter plots. Limited - A student with a score of Limited can solve simple linear equations and inequalities, graph simple linear functions, and describe the comparison of center (mean, median) of two data sets. Number, Quantities, Equations and Expressions Modeling and Reasoning This chart shows how well Jolyne performed in each area. She is near proficient in Functions, is near proficient in Number, Quantities, Equations and Expressions, is below proficient in Statistics, and is near proficient in Modeling and Reasoning. What are your child’s strengths and weaknesses in Algebra I? Functions Scores above Jolyne Scoredthe Near Proficient Detailed performance solid black line WHAT THESE RESULTS MEAN NEXT STEPS level descriptors for Your child graphs quadratic functions, interprets key With your child, use dynamic graphing programs Students analyze and compare functions represented in different ways. Students interpret and compare meet the state standard. quadraticOhio’s and exponential features of graphs, compares properties of functions Yourlinear, student’s Statefunctions Test and the and situations they model. Students identify and explain and differentiates between linear and exponential important details of functions. are shown in a box functions from real-world contexts. score performance level Scores below the solid black line to exploreeach the behavior of linear, quadraticin andyour subject appear exponential functions by changing one coefficient or student’s report and constant to see the effectscore on graphs. with an arrow pointing to the shaded portion describe the general skills do not meet the state of the barrel graph. Provided for comparison and abilities of students who standard. Number, Quantities, Equations and Expressions Jolyne Scored Near Proficient are average scores for all students in the take Ohio’s State Tests. For Students create and solve equations and inequalities WHAT THESE RESULTS MEAN NEXT STEPS same grade your student’s information, please that describeat relationships in real-worldschool problems.(School Your child multiplies binomials and creates simple With your additional child, explore how the multiplication of They solve equations with one variable and systems exponential equations; solves multi-step linear binomials is related to multiplication of two-digit Average Score) and school district (District refer to the reporting resources of equations with two variables. Students can explain equations, systems of linear equations graphically numbers, such as patterns in squaring two-digit each step. numbers ending 5. the Ohio’s State Tests Average Score) and for all students in the and quadratic equations by factoring. pageinof same grade in Ohio public schools (State Portal. Average Score). Statistics Students summarize and interpret one- and twovariable data. They represent the data using box plots, line plots and histograms, two-way tables and scatterplots. They identify and express trends in twovariable data using linear models. Modeling and Reasoning Students analyze, make sense of, and apply mathematics to solve real-world problems. They draw, justify, and communicate conclusions or inferences supported by logical and mathematical thinking. EDUC A TION.OH IO.G OV Jolyne Scored Below Proficient WHAT THESE RESULTS MEAN Your child describes the median and mean of two different data sets but may struggle summarizing categorical data using two-way frequency tables or fitting a linear function to data. NEXT STEPS With your child, discuss examples of two-variable data that seem strongly correlated and what the variables have in common that leads to an appearance of causation (ice cream and sunscreen sales). Jolyne Scored Near Proficient WHAT THESE RESULTS MEAN Your child solves most routine real-world problems mathematically. Your child’s thinking relates skills and concepts to mathematical principles. NEXT STEPS Your child needs to use more mathematical terms, symbols and models to solve and explain real-world problems. THE OHIO DE PARTME NT OF EDU CATI ON 3 hio FA M I LY S C O R E R E P O RT Department Education of Algebra I assessment 814 Advanced - A student with a score of Advanced can create quadratic and exponential equations and inequalities to solve non-routine problems, and can interpret function notation and data in terms of its context. She has performed at the proficient level A description of each and meets standards area appearsforinAlgebra the far left I. column and describes tasks that students who are proficient in School Score: 725 each area areAverage able to perform. 725 682 District Average Score: 721 State Average Score: 717 618 Below Near Above Proficient Proficient Proficient Accelerated - A student with a score of Accelerated can rewrite exponential expressions in multiple forms appropriate to the context, interpret the graphs of functions in context, and interpret categorical data displays in context. Functions Proficient - A student with a score of Statistics Proficient can solve multi-step linear equations, interpret key features of functions, compare functions, and summarize categorical data in two categories using tables or graphs. The What These Results Mean 700 section describes your student’s general Basic - A student with a score of Basic can createof and solve simple linear and understanding the content in equations this area inequalities in one or two variables, recognize based on his or her functions, ability level. exponential and interpret key features of DOES NOT MEET STATE STANDARD Jolyne’s score is 706. MEETS STATE STANDARD 754 Has Jolyne reached proficient in the areas of Algebra I? Number, Quantities, Equations and Expressions Modeling and Reasoning The Next Steps recommendations This chart shows how well Jolyne are performed based oninyour student’s overall each area. She is near proficient in Functions, is near proficient subject performance level. This section in Number, Quantities, Equations provides information on activities you and Expressions, is below proficient scatter plots. canindo with your to build Statistics, and student is near proficient in on Limited - A student with a score of Limited can Modeling andalleviate Reasoning. solve simple linear equations and inequalities, strengths and weaknesses in graph simple linear functions, and describe the comparison of center (mean, median) of two data the subjects assessed. sets. What are your child’s strengths and weaknesses in Algebra I? Functions Students analyze and compare functions represented in different ways. Students interpret and compare linear, quadratic and exponential functions and the situations they model. Students identify and explain important details of functions. Jolyne Scored Near Proficient WHAT THESE RESULTS MEAN Your child graphs quadratic functions, interprets key features of graphs, compares properties of functions and differentiates between linear and exponential functions from real-world contexts. Number, Quantities, Equations and Expressions Students create and solve equations and inequalities that describe relationships in real-world problems. They solve equations with one variable and systems of equations with two variables. Students can explain each step. Statistics Students summarize and interpret one- and twovariable data. They represent the data using box plots, line plots and histograms, two-way tables and scatterplots. They identify and express trends in twovariable data using linear models. Modeling and Reasoning Students analyze, make sense of, and apply mathematics to solve real-world problems. They draw, justify, and communicate conclusions or inferences supported by logical and mathematical thinking. EDUC A TION.OH IO.G OV NEXT STEPS With your child, use dynamic graphing programs to explore the behavior of linear, quadratic and exponential functions by changing one coefficient or constant to see the effect on graphs. Jolyne Scored Near Proficient WHAT THESE RESULTS MEAN Your child multiplies binomials and creates simple exponential equations; solves multi-step linear equations, systems of linear equations graphically and quadratic equations by factoring. NEXT STEPS With your child, explore how the multiplication of binomials is related to multiplication of two-digit numbers, such as patterns in squaring two-digit numbers ending in 5. Jolyne Scored Below Proficient WHAT THESE RESULTS MEAN Your child describes the median and mean of two different data sets but may struggle summarizing categorical data using two-way frequency tables or fitting a linear function to data. NEXT STEPS With your child, discuss examples of two-variable data that seem strongly correlated and what the variables have in common that leads to an appearance of causation (ice cream and sunscreen sales). Jolyne Scored Near Proficient WHAT THESE RESULTS MEAN Your child solves most routine real-world problems mathematically. Your child’s thinking relates skills and concepts to mathematical principles. NEXT STEPS Your child needs to use more mathematical terms, symbols and models to solve and explain real-world problems. THE OHIO DEPARTMENT OF E DUCATI ON Frequently Asked Questions What is the purpose of Ohio’s State Tests? State achievement tests tell us how well our students are growing in the knowledge and skills outlined in Ohio’s Learning Standards. These tests help guide and strengthen future teaching so we can be sure that we are preparing our students for long-term success in school, college, careers, and life. Test results also allow citizens to know how their local schools are performing compared to others around the state. Frequently Asked Questions & Additional Resources How were the tests developed? Test development is an extensive, ongoing process for ensuring that state tests are valid and appropriate measures of student knowledge and skills. Content advisory panel members first reviewed questions for this year’s test from a bank of test items field-tested in other states by the American Institutes for Research (AIR). During this review, committee members discussed whether each test item was accurate, was suitable for the course, and measured an aspect of the Ohio’s learning standards. 4 From the resulting group of potential test items, the Ohio Department of Education and AIR built online and paper tests. Another group of educators serving on a standard-setting committee recommended performance levels or cut scores for five levels of tests results. The State Board of Education approved these recommendations. Also, the standard-setting committee prepared descriptions of what students should know and be able to do at each of the five performance levels. All performance standards and performance level descriptors can be found on the reporting resources page of the Ohio’s State Tests portal. What if there are blanks or no score on the score report? If your student’s test was invalidated, no scores will appear on the report. In addition, the section about student strengths and weakness detailed on page 3 of this guide will say “No data available. Talk with your student’s teacher if you have questions.” Please contact your student’s school if you have a question or concern about these statements. Glossary of Terms/Definitions Content Areas—Content areas are also known as subjects (for example, English language arts, mathematics, science, and social studies). Ohio’s Learning Standards—Ohio’s Learning Standards define what students should know and be able to do at each grade level. Find information about Ohio’s Learning Standards on the Ohio Department of Education website at education.ohio.gov. Performance Levels—There are five performance levels of achievement in each subject area. Three of the performance levels (Advanced, Accelerated and Proficient) are above the “passing” score of 700. Two performance levels (Basic and Limited) are below the “passing” score. The accelerated level of performance suggests that a student is on track for college and career readiness. Each subject area has its own specific descriptions of each of these performance levels, called Performance Level Descriptors. Performance Level Descriptors for all content areas may be found on the reporting resources page of the Ohio’s State Tests portal. Reporting Categories—Each test has three to five reporting categories. Reporting categories are the major areas tested within each subject. For example, areas for integrated mathematics I are Geometry, Statistics, Algebra, Number & Quantity Functions, and Modeling and Reasoning. Reporting Category Indicators— The test results present groups of similar skills or learning standards measured on the test in reporting categories. For example, a reporting category within integrated mathematics I would be statistics. Student performance on statistics or other areas within the reporting category is reported with an indicator. These indicators are below proficient, near proficient and above proficient. Scores—Because we may not be able to compare raw scores (points earned) from one state test administration to another, we convert raw scores to scaled scores for reporting purposes. Scaled scores allow us to make comparisons between different students taking different administrations of the test. For example, we can compare scaled scores for students who took the English I test this year with those who will take this test next year. Scaled scores are not comparable across different subjects.
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