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Starting with Assessment Using Probes to Identify Prior Knowledge and Uncover Misunderstandings

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Familiarity with assessment probes for mathematics ... Tally Student Responses. List 'rules' used. Phase 3. Organizing and Integrating ... – PowerPoint PPT presentation

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Title: Starting with Assessment Using Probes to Identify Prior Knowledge and Uncover Misunderstandings


1
Starting with AssessmentUsing Probes to Identify
Prior Knowledge and Uncover Misunderstandings
  • Jill Rosenblum
  • Maine Mathematics and Science Alliance
  • jrosenblum_at_mmsa.org (207)287-6644

2
Introductions
  • Who are you?
  • What is your role?
  • What do you hope to get out of this session?

3
Outcomes
  • Familiarity with assessment probes for
    mathematics
  • Opportunity to look at student work and consider
    instructional implications

4
Thanks to the work of my colleagues
  • Cheryl Rose
  • Leslie Minton
  • Carolyn Arline
  • forthcoming book
  • Uncovering Student Thinking in Mathematics
  • from Corwin Press

5
Purposes for Assessment
  • Diagnostic
  • Formative
  • Summative
  • What are the differences
  • In approach?
  • In data?
  • In uses?

6
Data-Driven Dialogue Approach
  • Phase 1
  • Activating and Engaging
  • Surfacing assumptions, making predictions, asking
    questions
  • Phase 2 Phase 3
  • Exploring Discovering Organizing
    Integrating
  • analyzing the data generating inferences
    and implications

7
Phase 1
  • Activating and Engaging
  • Surfacing assumptions
  • Making predictions
  • Asking questions
  • Complete the Task
  • Make predictions

8
Phase 2
  • Exploring and Discovering
  • Analyzing the Data
  • Tally Student Responses
  • List rules used

9
Phase 3
  • Organizing and Integrating
  • Generating inferences and explanations
  • Analysis of Findings
  • Look at Teacher Notes

10
What is a Probe?
  • Diagnostic assessment probes are designed to
    uncover student understandings and
    misunderstandings and the results are used to
    inform instruction (rather than make evaluative
    decisions)
  • Uncovered understandings include both conceptual
    and procedural knowledge

11
What are Mathematical Misunderstandngs?
  • Conceptual and Procedural Knowledge
  • Common Errors
  • Overgeneralizations

12
How are Probes Structured?
  • Elicitation and Elaboration
  • Distracters based on research
  • Elicitation Formats
  • Selected response
  • Multiple selections response
  • Example and non-examples lists
  • Opposing views

13
Look at Student Work
  • What misunderstandings do the distracters elicit?
  • What are the primary methods students used to
    solve the problem?
  • How often do the correct answers result?

14
Looking at Student Work continued
  • What student methods are considered outliers?
  • Which of the methods are more efficient?
  • Based on the sense of the class what
    instructional strategies are effective for this
    learning target?

15
Teacher Notes
  • Questions to focus a teacher on why a particular
    probe may be useful
  • Uncovering understanding by giving the probe to
    students
  • Examine student work
  • Seek additional research findings
  • Teaching implications

16
Next Steps
  • What was helpful?
  • Who will you tell?
  • What will you do?
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