Uri Treisman The Charles A. Dana Center at The University of Texas at Austin. TPSEmath Baltimore November 13, 2014
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1 1 Panel 3: Issues Facing Non-R1 Institutions Uri Treisman The Charles A. Dana Center at The University of Texas at Austin TPSEmath Baltimore November 13, 2014
2 Performance Based Funding for Higher Education Source: National Conference of State Legislatures
3 Higher Education Mathematics Course Enrollment 4 Year Institutions 2 Year Institutions College Algebra and below 57% 58% 56% 54% 81% 81% 81% 80% Calculus 37% 35% 37% 38% 10% 8% 7% 7% Advanced Courses 7% 6% 7% 8% Other Courses (2 Year) 12% 10% 12% 12% TOTAL Enrollment (in thousands) Source: Adapted from the CBMS 2010 Census Report, Table S.2
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6 Source: Closing the Expectations Gap Report Achieve.org
7 Source: College Board SAT Report on College and Career Readiness, 2013
8 Source: ACT Report National College Readiness, 2013
9 PISA 2012 Mathematics 613 OECD average U.S. average Average Scale Score Shanghai-China Singapore Hong Kong-China Taiwan Korea Macao-China Japan Liechtenstein Switzerland Netherlands Estonia Finland Poland Canada Belgium Germany Vietnam Austria Australia Ireland Slovenia New Zealand Denmark Czech Republic France United Kingdom OECD average Iceland Latvia Luxembourg Norway Portugal Italy Spain Russian Federation Slovak Republic United States Lithuania Sweden Hungary Croatia Israel Greece Serbia Turkey Romania Cyprus Bulgaria United Arab Kazakhstan Thailand Chile Malaysia Mexico Montenegro Uruguay Costa Rica Albania Brazil Argentina Tunisia Jordan Colombia Qatar Indonesia Peru Source: PISA 2012 Results in Focus: What 15-Year Olds-Know and What They Can Do With What They Know, OECD
10 PISA and Poverty Source: Michael Marder, 2013; from PSID, CNEF, UNICEF, and PISA datasets 10
11 Average Scale Scores by State Low-Income Students 8 th Grade NAEP Math (2013) 290 Average Scale Score Source: NAEP Data Explorer, NCES. Graphic: Charles A. Dana Center. 11
12 WORKING IN TEXAS: THE NEW MATHWAYS PROJECT & TRANSFER CHAMPIONS INITIATIVE
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14 14 Principles of the NMP Model Developmental mathematics students should have access to: 1. Multiple pathways aligned to specific fields of study 2. Acceleration that allows students to complete a college-level math course in one year 3. Intentional use of strategies to help students develop skills as learners directly linked to their courses 4. Curriculum design and pedagogy based on proven practice coupled with a context sensitive improvement strategy
15 Institutions Participating in Phase 1 of the Transfer Champions as of Fall 2013
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17 WORKING AT SCALE: STATE MATH TASK FORCES
18 The University System of Georgia Mathematics Task Force charged with determining how the System s colleges could dramatically improve success rates in gateway mathematics courses without compromising the disciplinary integrity of these courses. From University System of Georgia: Transforming College Mathematics
19 Recommendations from the University System of Georgia Mathematics Task Force 1. Focus on supporting success in college credit-bearing, gateway mathematics courses for all students. 2. Aligning gateway mathematics course sequences with academic programs of study. In particular, College Algebra should not be the default class for non- STEM majors. 3. Implement a co-requisite approach to support student success in gateway mathematics courses. 4. Develop year-long mathematics pathways for students with significant gaps in preparation. 5. Use multiple measures to place students in gateway courses and appropriate supports. 6. Terminate use of COMPASS as an exit examination. 7. Align the outcomes of gateway mathematics courses with the Common Core Georgia Performance Standards (CCGPS) for Mathematics. 8. Develop advising systems and protocols for placing students in gateway mathematics courses and co-requisite supports that align with their intended programs of study.
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21 Recommendations from the Ohio State Math Task Force 1. Improve student success in entry-level courses by aligning mathematics to academic programs of study and by improving instructional delivery mechanisms 2. Develop, implement, and evaluate co-requisite strategies to support underprepared students 3. Redesign OTM course criteria and processes to focus on student learning outcomes 4. Establish a statewide network of mathematics chairpersons 5. Improve communication among mathematics faculty and stakeholders across institutions 6. Develop quality measures for improving student success in mathematics; then collect, analyze, and share relevant data 7. Strengthen collaboration and communication between K12 and higher education on mathematics curriculum and instruction
22 The Dana Center is currently working with eight states: Colorado Georgia Indiana Missouri Montana Nevada Ohio Texas Demand for participating in the NMP State Math Task Force project is high. States seeking to join the network include: Arkansas, Connecticut, Maryland, Michigan, New Jersey, Oklahoma, Oregon, and Washington.
23 23 Contact Information To receive monthly updates about the NMP, contact us at: General information about the Dana Center: Higher Education work: Uri Treisman:
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