1. Understanding Smarter Balanced Assessment Results

2. What Will Results Look Like? The Scale Score is the student’s score on the test. Scores can be between 2000 and 3000; the range varies by grade. Here is information on student strengths and areas of growth within the subject. The Achievement Level shows if the student met the standards for the grade (Level 3 and above). This also shows how the student score compares to school, district, and state.

3. Scale Scores The scores range between 2000 and 3000. Each year, the score ranges increase. So, a student who is progressing on track should have the scale score increase each year. PL/AL 1PL/AL 2PL/AL 3PL/AL4 ELAAnd BelowFromToFromToFrom and Above 3236623672431243224892490 4241524162472247325322533 5244124422501250225812582 6245624572530253126172618 7247824792551255226482649 8248624872566256726672668 11249224932582258326812682

4. Specific Areas, or “Claims” for ELA/Literacy Four specific claims for ELA/Literacy These statements describe the student’s strengths and areas of growth. These statements describe the skills being assessed.

5. CLAIMS/AREAS Achievement Descriptions Above Standard means: Good progress above grade-level expectations for this area At or Near Standard means: Adequate progress toward grade-level expectations for this area Below Standard means: Little progress toward grade-level expectations for this area

6. ELA/Literacy Key Skills for Reading In Reading, students should be able to: Understand the purpose of every word. Understand and find evidence to support the author’s point of view. Read grade-level fiction, drama, or poetry. Read grade-level articles and essays from science, social studies, technical careers, and the arts. Students Below Standard have difficulty doing these things and need extra support.

7. ELA/Literacy Key Skills for Writing In Writing students should be able to: Write narration, information/explanations, opinions/arguments (based on grade). Write in clear and concise language with grade-level conventions. Use effective organization and elaboration. Use evidence to support claims from credible sources. Write to a specific audience from a real- world scenario.

8. ELA/Literacy Key Skills for Speaking and Listening In Speaking and Listening students should be able to: Understand the central idea and key details. Summarize what is heard. Ask and answer questions about the information. Evaluate the evidence. Students At or Near Standard are making adequate progress, but they need support with extended learning and difficult tasks.

9. ELA/Literacy Key Skills for Research/Inquiry In Research/Inquiry students should be able to: Complete a short research project with 3–5 digital and print sources. Answer questions to analyze the credibility and accuracy of the information. Integrate evidence from sources to support the central idea without using plagiarism.

10. Mathematics

11. Mathematics Scale Scores PL/AL 1PL/AL 2PL/AL 3PL/AL4 MathAnd BelowFromToFromToFrom and Above 3238023812435243625002501 4241024112484248525482549 5245424552527252825782579 6247224732551255226092610 7248324842566256726342635 8250325042585258626522653 11254225432627262827172718

12. Specific Claims for Mathematics Three specific claims for Mathematics These statements describe the student’s strengths and areas of growth. These statements describe the skills being assessed.

13. Mathematics Key Skills for Concepts and Procedures For Concepts and Procedures students should be able to: Recognize a pattern or structure. See expressions as objects. Notice if calculations are repeated. Explain why procedures work the way they do. Pay attention to details and check the reasonableness of their results. Meet grade level expectations for automatic computation.

14. Mathematics Key Skills for Problem Solving; Modeling and Data Analysis In Problem Solving; Modeling and Data Analysis students should be able to: Solve problems in pure and applied mathematics. Recognize a common pathway or develop a new strategy for an uncommon problem. Use background information and data from a real-world problem to design a solution and build a mathematical model to show relationships between the variables. Check similar problems and compare results. Change the strategy if necessary.

15. Mathematics Key Skills for Communicating Reasoning In Communicating Reasoning students are able to: Provide a justification, explanation, or counter example for a proposed solution. Be precise in their deductions. Present a logical sequence of conclusions. Identify gaps or flaws in an argument.