Answers to Essential Questions About Standards, Assessments, Grading, and Reporting

Thomas R. Guskey, Lee Ann Jung

• Publisher: Corwin
• Year: 2012
• Print ISBN: 9781452235240
• eBook ISBN: 9781452284279
• Edition: 1
• Topic: Bildung
• Subtopic: Evaluierung & Bewertung im Bildungswesen

The definitive guidebook to the complex terrain of 21st-century standards!

Standards, assessments, grading, and reporting provide the foundation for nearly every initiative in modern education reform. But what do these terms actually mean—and what changes in each area will bring about the improvements teachers and school leaders want to see? Here, Thomas R. Guskey and Lee Ann Jung collect the essential questions that stymie educators, and give each one a short, simple, jargon-free response.

Perfect for new teacher induction or professional learning on Common Core Standards initiatives, this book offers:

• A vocabulary and frame of reference to share with other educators
• An understanding of effective implementation in standards, assessments, grading, and reporting
• Specific ideas for purposeful action

Organized in a unique, accessible Q&A format, this easy-to-use guide gives educators the common ground they need for successful improvement efforts.

"This text is a useful tool that educators can use to build common definitions about frequently used and misunderstood educational terms within their state, district, or school. Only when educators have the same understanding of ?formative assessment? or ?grade reporting? can they be implemented with fidelity."
—Julie Quinn, Accountability Specialist
Utah State Office of Education, Salt Lake City, UT

"Written in small sections, this book explains well how we assess, why we use different assessments, and asks guiding questions for application of assessments. I highly recommend this book for anyone interested in educational assessments."
—Jeanne Collins, Superintendent
Burlington School District, VT

Part I Standards

1 What are Standards?

Although many education programs today are said to be standards based, few describe just what that really means. According to Merriam-Webster, a standard is defined as, “something set up and established by authority as a rule for the measure of quantity, weight, extent, value, or quality” (standard, 2012). In education, we have standards covering a wide range of areas. For example, we have Standards for Professional Preparation and Licensing (Council for Exceptional Children, 2009), Professional Teaching Standards (National Board for Professional Teaching Standards, 2002), and Standards for Professional Learning (Learning Forward, 2011). Most conversations about standards in education today, however, involve standards for student learning.

Student learning standards are statements that describe what educators want students to learn and be able to do as a result of their experiences in school. They define the learning expectations or goals that educators strive to have students attain. As such, standards provide the foundation for every school's curriculum and instructional program.

Most academic standards include two parts. The first part describes what we want students to learn, or the content. This part identifies the particular knowledge, concepts, or skills that students are expected to learn. Because most elements of content are specific to a subject area, standards are generally organized by subject area. So we have standards in mathematics, language arts, science, social studies, music, art, physical education, and so forth.

In addition, because the content within each subject area includes a broad range of elements, documents that describe standards generally divide content elements into subtopics or “strands.” The Common Core State Standards Initiative (National Governors Association [NGA] & Council of Chief State School Officers [CCSSO], 2010) in the United States, for example, divides the content in mathematics into six strands, shown in Figure 1.1. Individual standards are organized by grade level and grouped within each strand in order to “provide a consistent, clear understanding of what students are expected to learn, so teachers and parents know what they need to do to help them” (see http://www.corestandards.org/, p. 1).

Figure 1.1 Content Strands in Mathematics (see http://www.corestandards.org/)

The second part of a standard describes what we want students to be able to do, or student behavior in relation to the content. These behaviors can range from very simple to complex, high-level mental processes. We might, for example, want students to know specific mathematics facts related to addition and subtraction. To show they achieved this standard would require students simply to recall factual information. But we also might want students to be able to apply addition and subtraction facts in mathematics to solve complex problems in real-world situations. To show they achieved this standard would require students not only to know addition and subtraction facts, but also to use that knowledge in practical, problem-solving situations they may encounter in daily life.

Many strategies have been developed over the years to categorize different levels of student cognitive behaviors in relation to the content. One of the earliest and still widely used is Bloom's Taxonomy of Educational Objectives (Bloom, Englehart, Furst, Hill, & Krathwohl, 1956). Although other systems have been developed (e.g., Anderson & Krathwohl, 2001; Gagne, 1985; Webb, 1997), none seems as elegant or as clear. Bloom's categorization system divides student cognitive behaviors into six broad categories, ranging from simple to highly complex, as shown in Figure 1.2.

Figure 1.2 Categories of Student Cognitive Behavior and Related Verbs (Bloom et al., 1956)

A common misunderstanding when considering these levels of behavior is to equate complexity with difficulty. Sometimes a task that requires only recall of information can be far more difficult than one that requires students to engage in higher-level reasoning. For example, asking elementary students to determine what coins they might receive in return after paying for an apple that costs 75 cents with a dollar, might prove less difficult than asking the same students to identify which term in a subtraction problem is the “subtrahend” and which is the “minuend.” The first task requires the complex skill of applying mathematics facts and knowledge of currency in a practical, real-world situation. The second task requires only knowledge of a definition. Still, the second task is likely to prove more difficult for most students. Although tasks requiring more complex cognitive behaviors are generally more difficult, that is not always the case.

As expectations for student learning, most standards contain descriptions of both content and behaviors. The Common Core State Standards for Mathematics, for instance, includes the following standard for Grade 2 within the strand for Measurement and Data:

5. Use addition and subtraction within 100 to solve word problems involving lengths that are given in the same units, e.g., by using drawings (such as drawings of rulers) and equations with a symbol for the unknown number to represent the problem. (See http://www.corestandards.org/assets/CCSSI_Math%20Standards.pdf, p. 20)

This standard depicts one part of what students in Grade 2 are expected to learn and be able to do in the area of measurement and data in mathematics.

A third aspect of standards that is sometimes considered describes how well students are expected to do those things. In other words, how good is good enough? These levels of performance often include an established level of proficiency for meeting the standard, one or two levels below proficiency, and an advanced or exemplary level considered above proficiency. Setting these levels of performance can prove to be a tricky process, however.

An error frequently made in this process is to equate level of performance with percent correct. If, for example, Proficient is defined as answering 80% of the questions correctly on an assessment designed to measure a standard, Advanced or Exemplary should not mean simply answering 90% to 100% correctly or completing 100% of the tasks. If all questions relate to the same standard (e.g., solving single-digit addition problems), answering more questions correctly shows only greater accuracy. It does not show students’ ability to work at a more advanced level or on a more advanced standard (e.g., solving double-digit addition problems). Similarly, students should not necessarily be considered less than proficient simply because they answered correctly only 70% of the questions written at the proficient level (Brookhart, 2011).

Although extremely important, these complications regarding students’ level of performance relate more to how achievement of the standards is measured or assessed, rather than to the standards themselves. Note in the mathematics standard from the Common Core listed above that no mention is made of how well students are expected to “use addition and subtraction within 100 to solve word problems …” For this reason, statements about specific levels of student performance are usually absent in descriptions of standards and related curriculum documents. Instead, that becomes the focus in developing assessments to measure how well students have achieved the standards.

References

Anderson L. W., & Krathwohl D. R. (Eds.). (2001). A taxonomy for learning, teaching, and assessing: A revision o...

Table of contents

• Cover
• Half Title
• Publisher Note
• Title Page
• Copyright Page
• Contents
• Acknowledgements
• About the Authors
• Preface: The Nature of Essential Questions
• Part I Standards
• 1 What are Standards?
• 2 Are Standards a New Idea in Education?
• 3 Why do Some People Oppose Standards?
• Part II Assessments
• 4 What is Assessment?
• 5 What is the Difference between Assessments and Tests?
• 6 What is Formative Assessment?
• 7 Why are Formative Assessments Important?
• 8 What are Common Formative Assessments?
• 9 What is Summative Assessment?
• 10 What is High-Stakes Assessment?
• 11 What are Instructionally Sensitive and Instructionally Insensitive Assessments?
• 12 How do Assessments for Learning Differ from Assessments of Learning?
• 13 Do Formative Assessments Improve Student Learning?
• Part III Grading
• 14 What are Grades?
• 15 What is the Purpose of Grading?
• 16 Are Grades Essential to Teaching and Learning?
• 17 Why are the First Grades Assigned So Important?
• 18 Do Low Grades Prompt Students to Try Harder?
• 19 Why Is Setting Percentage Cut-Offs for Grades an Arbitrary Process?
• 20 What is Wrong with Grading on the Curve?
• Part IV Reporting
• 21 What Criteria do Teachers Use in Assigning Grades?
• 22 What is Standards-Based Grading and Reporting?
• 23 Why do Some Parents have Concerns about Standards-Based Grading and Reporting?
• 24 If Schools Implement Standards-Based Grading, Will the Grades Assigned to Students Likely Go Up or Down?
• 25 What is the Most Important First Step in Implementing Standards-Based Grading?
• 26 What is the Best Way to Inform Parents about Moving to Standards-Based Grading?
• 27 What is the Best Way to Encourage Parents to Make Comments on the Report Card?
• 28 Will Standards-Based Grading Improve Student Learning?
• Part V Grading and Reporting for Exceptional and Struggling Learners
• 29 Who are Exceptional and Struggling Learners?
• 30 How do we Assign Grades to Exceptional and Struggling Learners who Require Modifications?
• 31 What is the Difference between Accommodations and Modifications?
• 32 How do we Legally Report Grades for Exceptional and Struggling Learners on Report Cards and Transcripts?
• 33 Do High School Students Requiring Modifications Receive Course Credit Toward a Diploma? Do Modifications Make a Student Ineligible for Extracurricular Activities, Such as Interscholastic Athletics?
• Summary and Conclusions
• Index