Figure 5: Accelerated <strong>Math</strong> Live Student Record ReportStudent Record ReportPrinted Thursday, October 6, 2011 12:22:20 PMSchool: East Elementary School Reporting Period: 09/01/2011 - 10/06/2011(2011-2012)Adams, DerekID: DADAM Class: Grade 2Grade: 2 Teacher: DeMarco, C.Active ObjectivesLibraryObjective Ready TestAverage Percent CorrectRegular DiagnosticObjectivesCode To Test Completed Practice Exercise TestTest14. ˜ Represent a 3-digit number as hundreds, tens, and ones DMG2-014 67 4 / 6 - - -15. ˜ Determine the 3-digit number represented as hundreds, tens, and ones DMG2-015 67 4 / 6 - - -Summary: 2 Objectives 67% - - -Mastered ObjectivesLibraryAverage Percent CorrectObjectivesObjectiveCodeDateMastered Practice ExerciseRegularTestDiagnosticTest Review1. ˜ Read a whole number to 1,000 DMG2-001 09/06/11 100 6 / 6 - 80 4 / 5 - -2. ˜ Determine the word <strong>for</strong>m of a whole number to 1,000 DMG2-002 09/08/11 75 9 / 12 - 70 7 / 10 80 4 / 5 -3. ˜ Complete a skip pattern starting from a multiple of 2, 5, or 10 DMG2-003 09/09/11 83 5 / 6 - 80 4 / 5 - -4. ˜ Complete a skip pattern of 2, 5, or 10 starting from any number DMG2-004 09/13/11 100 6 / 6 - 100 5 / 5 - -5. ˜ Count on by 100s from any number DMG2-005 09/15/11 83 5 / 6 - 70 7 / 10 80 4 / 5 -6. Identify odd and even numbers between 100 and 1,000 DMG2-006 09/19/11 83 5 / 6 - 80 4 / 5 - -7. Solve problems involving the concept of odd and even numbers DMG2-007 09/21/11 75 9 / 12 - 60 6 / 10 80 4 / 5 -8. Answer a question using an ordinal number up to "twentieth" DMG2-008 09/22/11 83 5 / 6 - 80 4 / 5 - -9. Determine the value of a digit in a 3-digit number DMG2-009 09/26/11 100 6 / 6 - 80 4 / 5 - -10. Determine which digit is in a specified place in a 3-digit whole number DMG2-010 09/27/11 83 10 / 12 - 100 5 / 5 - -11. Determine the result of changing a digit in a 3-digit whole number DMG2-011 09/28/11 83 10 / 12 - 80 4 / 5 - -12. Model a number using hundreds, tens, and ones to 1,000 DMG2-012 10/03/11 91 10 / 11 - 100 5 / 5 - -13. Recognize a number from a model of hundreds, tens, and ones to 1,000 DMG2-013 10/05/11 83 5 / 6 - 80 8 / 10 80 4 / 5 -Summary: 13 Objectives 85% - 79% 80% -1 of 1˜Designates a core objective. <strong>Core</strong> objectives identify the most critical objectives to learn at each grade level.The Student Record Report in Accelerated <strong>Math</strong> Live enables teachers to monitor students’ mastery of successive skills from the <strong>Core</strong>Progress learning progression.16
School: Pine Hill Middle SchoolClass: 5th Hour <strong>Math</strong>Current SS (Scaled Score): 741 Test Date: 9/5/2013Jasmine's Current Per<strong>for</strong>manceSchool BenchmarksaThis student was given extra time to complete the test.Printed Thursday, September 5, 2013 4:15:12 PMCurrentTeacher: Mrs. T. Wi liamsSTAR <strong>Math</strong> EnterpriseIn the landmark report, Knowing What Students Know, the authors establish learning progressions as thefoundation <strong>for</strong> assessment. Specifically, the authors state, “models of student progression in learning shouldunderlie the assessment system, and tests should be designed to provide in<strong>for</strong>mation that maps back to theprogression” (Pellegrino, Chudowsky, and Glaser, 2001, p. 256).In a 2011 paper, Pellegrino, one of the report’s authors, suggested that learning progressions can guidethe specification of learning per<strong>for</strong>mances, which in turn can guide the development of tasks that enableeducators to infer students’ level of competence <strong>for</strong> the major constructs that are the target of instruction andassessment. If assessments are developed from a progression, they can provide a continuous source ofevidence as student learning evolves toward increasingly sophisticated levels of understanding and skills.Because of the strong statistical correlation between STAR <strong>Math</strong> Enterprise and <strong>Core</strong> Progress, students’scaled scores (from STAR <strong>Math</strong> Enterprise) are their entry point into the learning progression, enablingresearch-based inferences about which skills they have likely already developed, which skills are ready to bedeveloped, which skills and understandings need remediation, and which skills will likely develop soon. Thinkof a student’s STAR <strong>Math</strong> Enterprise score as the entry point into the learning progression. (See Figure 6)Figure 6: STAR <strong>Math</strong> Enterprise provides your entry point into <strong>Core</strong> Progress1400College &CareerReadySkillsRemainingto LearnInstructional Planning Report<strong>for</strong> Jasmine Major1 of 2STAR <strong>Math</strong> Test ResultsGrade: 7Algebra Readiness: Jasminehas not yet me the algebra readiness grade level expectations.Projected SS <strong>for</strong> 06/16/14: 785 Based on research, 50% of students a this student's level wi l achieve this much growthCurrentProjectedMr. Steward is buying a house. He can spend no more than31% of his income on monthly house payments. If he earns$4,600 per month, what is the largest monthly housepayment he can make?A $148B $1,480C$1,426741SkillsReadyto LearnScaled Score 550 600 650 700 750 800 850Skills to LearnProjectedûUrgent Intervention ûIntervention ûOn Watch ûAt/Above BenchmarkJasmine's recent STAR <strong>Math</strong> scaled score(s) suggests these ski ls from <strong>Core</strong> Progress learning progressions would bechallenging, but no too di ficult <strong>for</strong> her. Combine this in<strong>for</strong>mation with your own knowledge of the student and use yourprofessional judgment when designing an instructional program. Use the <strong>Core</strong> Progress learning progressions to see howthese ski ls fit within the larger context of the progression.K-8GR7Students draw and construct geometrical figures and describe the relationship between figures with di ferent a tributes.GeometryThey solve real-world and mathematical problems involving angle measure and the area of 2-dimensional figures. Theysolve real-world and mathematical problems involving the surface area and volume of 3-dimensional figures.7 Relate volume found using unit cubes to multiplication of edge lengths in a right rectangular prism77 WP: Find the volume of a right rectangular prism with fractional edge lengths using <strong>for</strong>mulas7 Plot coordinates to <strong>for</strong>m a polygon on the coordinate plane7 Find a side length of a polygon on the coordinate plane» Find the volume of a right rectangular prism with fractional edge lengths using <strong>for</strong>mulasD $1,3267 Ratios and Proportional RelationshipsStudents analyze proportional relationships in real-world and mathematical problems. They write equations to representa proportional relationship. They solve multi-step real-world and mathematical ratio and percent problems.7 Understand the concept of a unit rate77 Identify an input-outpu table that contains values <strong>for</strong> a given ratio7 Find missing values in a ratio table7 Graph in the coordinate plane the values of a ratio table7 WP: Use tables to compare ratios7» Determine a unit rate» WP: Solve a unit rate problem7 The Number System» Designates a core ski l. <strong>Core</strong> ski ls identify the most critical ski ls to learn at each grade level.SkillsMastered0EarlyNumeracy17