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IBL at SUNY New Paltz David M. Clark Mathematics Department June, 2011 Legacy of R. L. Moore Conference David Clarks Version of IBL Mathematics Department SUNY, New Paltz June, 2011 Legacy of R. L. Moore Conference XXXXXXXXXXXX David

  1. IBL at SUNY New Paltz David M. Clark Mathematics Department June, 2011 Legacy of R. L. Moore Conference

  2. David Clark’s Version of IBL Mathematics Department SUNY, New Paltz June, 2011 Legacy of R. L. Moore Conference

  3. XXXXXXXXXXXX David Clark’s Version of IBL Mathematics Department SUNY, New Paltz June, 2011 Legacy of R. L. Moore Conference

  4. IBL at SUNY New Paltz David M. Clark Mathematics Department June, 2011 Legacy of R. L. Moore Conference

  5. SUNY New Paltz:

  6. SUNY New Paltz: comprehensive state college

  7. SUNY New Paltz: comprehensive state college ∼ 7000 UG, ∼ 1000 Grad

  8. SUNY New Paltz: comprehensive state college ∼ 7000 UG, ∼ 1000 Grad moderately competitive

  9. SUNY New Paltz: comprehensive state college ∼ 7000 UG, ∼ 1000 Grad moderately competitive 20 – 30 students per class

  10. Student Assessment

  11. Student Assessment 25% Midterm Exam

  12. Student Assessment 25% Midterm Exam 25% Final Exam

  13. Student Assessment 25% Midterm Exam 25% Final Exam 25% Class Presentations

  14. Student Assessment 25% Midterm Exam 25% Final Exam 25% Class Presentations 25% Portfolio

  15. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5

  16. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry

  17. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry Norma

  18. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry Norma Albert

  19. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry Norma Albert ... ...

  20. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry ∗ ∗ Norma ∗ ∗ Albert ∗ ∗ ... ...

  21. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry ∗ ∗ Norma ∗ ∗ Albert ∗ ∗ ∗ ... ...

  22. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry ∗ ∗ Norma ∗ ∗ Albert ∗ ∗ ∗ ∗ ... ...

  23. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry ∗ ∗ ∗ Norma ∗ ∗ Albert ∗ ∗ ∗ ∗ ... ...

  24. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry ∗ ∗ ∗ Norma ∗ ∗ ∗ Albert ∗ ∗ ∗ ∗ ... ...

  25. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry ∗ ∗ ∗ Norma ∗ ∗ ∗ ∗ Albert ∗ ∗ ∗ ∗ ... ...

  26. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry ∗ ∗ ∗ ∗ Norma ∗ ∗ ∗ ∗ Albert ∗ ∗ ∗ ∗ ... ...

  27. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Please check off the items that you are ready to present. Prob1 Thm2 Thm3 Prob4 Thm5 Harry ∗ ∗ ∗ ∗ ∗ Norma ∗ ∗ ∗ ∗ Albert ∗ ∗ ∗ ∗ ... ...

  28. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Portfolio. Prob1 Thm2 Thm3 Prob4 Thm5 Harry Norma Albert ... ...

  29. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Portfolio. Prob1 Thm2 Thm3 Prob4 Thm5 Harry ∗ ∗ ∗ ∗ ∗ Norma ∗ ∗ ∗ ∗ ∗ Albert ∗ ∗ ∗ ∗ ∗ ... ...

  30. Abstract Algebra 1 Chapter 2: Consequences of the Axioms Portfolio. Prob1 Thm2 Thm3 Prob4 Thm5 Harry ∗ ∗ ∗ ∗ Norma ∗ ∗ ∗ ∗ ∗ Albert ∗ ∗ ∗ ∗ ∗ ... ...

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