1 / 52

New Pathways for Developmental Math: A Look into Mathematical Literacy for College Students

New Pathways for Developmental Math: A Look into Mathematical Literacy for College Students. Kathleen Almy Rock Valley College. 1. Look forward, not back. What do you wish students could do with this graphic?. Source: http:// socialmediaweek.org. Reading skills Critical thinking

hollye
Download Presentation

New Pathways for Developmental Math: A Look into Mathematical Literacy for College Students

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. New Pathways for Developmental Math: A Look into Mathematical Literacy for College Students Kathleen Almy Rock Valley College

  2. 1 Look forward, not back

  3. What do you wish students could do with this graphic? • Source: http://socialmediaweek.org

  4. Reading skills Critical thinking Numeracy skills Algebraic base Function knowledge Able to integrate concepts Can use technology Not intimidated by problems with words

  5. Reading skills Critical thinking Numeracy skills Algebraic base Function knowledge Able to integrate concepts Can use technology Not intimidated by problems with words CONNECT APPLY RETAIN

  6. Is this enough to get them there? 30% of what is 42?

  7. A train leaves a station at 4 pm traveling 55 mph. Another train leaves the station at 5 pm traveling 65 mph. When will the second train catch the first one? Does this help?

  8. Is developmental math high school 2.0? Is developmental math a door or a hoop?

  9. Issues Nationally • Length of sequence • Poor outcomes • Skill-heavy initiatives Locally • Success for traditional program • One size fit all

  10. 2 Moving towards solutions

  11. Update content Balance instruction Diversify assessment Differentiate pathways

  12. A New Pathways Option In one semester, Mathematical Literacy for College Students gives a student at the beginning algebra level the mathematical maturity to be successful in statistics, liberal arts math, or intermediate algebra. MLCS

  13. 2013 2011 2010 2012 2009 AMATYC New Life initiative

  14. 2013 2011 2010 2012 2009 AMATYC New Life initiative New Life leads to Statway & Quantway

  15. 2013 2011 2010 2012 2009 AMATYC New Life initiative Statway pilots begin New Life leads to Statway & Quantway MLCS pilot begins at RVC

  16. 2013 2011 2010 2012 2009 AMATYC New Life initiative Statway pilots begin Quantway pilots begin New Life leads to Statway & Quantway MLCS pilot begins at RVC

  17. 2013 2011 2010 2012 2009 AMATYC New Life initiative Statway pilots begin Quantway pilots begin New Life leads to Statway & Quantway Project begins to scale MLCS pilot begins at RVC

  18. Pathways primer One semester DM course Preparation for multiple outcomes One semester DM course Like a quant lit course, just-in-time DM Two semester DM + CL course Satisfies a statistics requirement One semester DM course Descriptive statistics, just-in-time DM

  19. Pathways primer Not better, different: Philosophy: DM vs. CL Role of algebra Broad vs. narrow goals One semester DM course Preparation for multiple outcomes One semester DM course Like a quant lit course, just-in-time DM Two semester DM + CL course Satisfies a statistics requirement One semester DM course Descriptive statistics, just-in-time DM

  20. 4 MLCS Content Areas 1 2 Numeracy Proportional reasoning 3 4 Algebraic reasoning Functions

  21. Traditional Approach: Linear Numbers Algebra Functions Proportions

  22. New Approach:Integrated & Layered Numeracy Algebraic Reasoning Proportional Reasoning Functions Geometry, statistics, student success, mathematical success

  23. Student &mathematical success

  24. New goals Engagement Connections Productive persistence Deliberate practice

  25. FAQs What about factoring? Does this course “dumb down” developmental math standards for entry into college level courses? Are you pushing students away from STEM majors?

  26. 3 Build it differently

  27. Use research& experience Successful countries Brain-based learning Redesign lessons

  28. Recognize a history of algebra

  29. Incorporate technology for the 21st Century

  30. Incorporate a new instructional design EXPLORE DISCOVER CONNECT REFLECT PRACTICE

  31. Group Work Direct Instruction Strike a balance

  32. Snapshots

  33. Address realities Materials Adjuncts Articulation Training

  34. FAQs What reaction do you get from students?

  35. 4 Show, don’t tell

  36. Sampler • Class testing • Training • Assessments

  37. Varied support for a variety of needs

  38. Open-ended problems, not exercises • Linear equations • Functions • Slope • Algebraic vs. numeric methods • Excel

  39. Open-ended problems • Linear equations • Functions • Slope • Algebraic vs. numeric methods

  40. Open-ended problems • Linear equations • Functions • Slope • Algebraic vs. numeric methods Combining these perspectives gives more information than one method alone.

  41. 5 Provide more options, not fewer

  42. More than statistics preparation… science, nursing, algebra, and quantitative literacy readiness

  43. Chemical equations Order of magnitude IV drip rates Dimensional analysis

  44. A strong foundation for an undecided student

  45. 6 Do or do not; there is no try

  46. Implementation Ideas: replace beginning algebra STEM College Level Math Intermediate Algebra Prealgebra MLCS Non-STEM College Level Math (Statistics, Liberal Arts Math)

  47. Implementation Ideas: support an emporium College Level Math Prealgebra Beginning Algebra Intermediate Algebra

  48. Implementation Ideas: augment traditional sequence STEM College Level Math Beginning Algebra Intermediate Algebra Prealgebra Non-STEM College Level Math (Statistics, Liberal Arts Math) MLCS

  49. RVC Course Sequence

  50. Implementation Ideas: 4th year high school course MLCS Basic Math Non-STEM College Level Math Prealgebra Prealgebra Algebra 1 Algebra 1 Algebra 1 Geometry Geometry Algebra 2 MLCS MLCS

More Related