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Encouraging Students to Follow the What if Moments

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I found a number of articles and sites concerning techniques for drawing students out. ... students room to 'go off on a tangent' than to always finish every ... – PowerPoint PPT presentation

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Title: Encouraging Students to Follow the What if Moments


1
Encouraging Students to Follow the What if
Moments
  • Jeffrey Bratcher
  • BMCC

2
  • The part of the PTLT training that interests me
    most is the process of helping students become
    study partners.
  • The most frustrating part of my experience has
    been difficulty getting students to explore the
    material more fully, to ask questions not
    explicitly in the homework.
  • I found a number of articles and sites
    concerning techniques for drawing students out.
    They gave examples of techniques that included
  • focused repetition,
  • teacher modeling of behavior,
  • and the use of the phrase I dont know after a
    students asks What if.

3
Focused Repetition
  • This is a technique of repeating student
    questions after they ask them and encouraging to
    use this technique with each other.
  • Sometimes you pause half way through the
    question, to encourage them to re word it or to
    get a quiet partner to fill in the blank.

4
Teacher Modeling
  • This is a technique of using the thinking
    techniques you want students to emulate
  • For instance, do not always answer a question
    right away. Think about it and try working
    through it from different angles, until one of
    them seems to work the best.
  • This shows them how to do it themselves later,
    and not thinking that, Hes just really smart at
    this.

5
Following the What If moment
  • This is a technique of following the students
    lead after a pointed question, instead of getting
    right back onto the next problem or saving it
    until the end of the class when we have more
    time.
  • Say I dont know to allow the student to take
    over for themselves.
  • Allow the students time to explore a new issue,
    even if sometimes it means not covering all the
    problems.

6
  • All of these techniques reinforced the material I
    have learned here. I resolved to use these
    techniques more fully in my next class. My
    hypothesis was that by using these techniques I
    would be able to coax students into allowing
    themselves to ask questions not on the worksheet,
    and give them the time to explore those issues.
  • I was looking for a specifically for a What if
    moment, where students feel engaged in the
    material and want to know more than what is
    required of them on the lesson plan.

7
  • Let me tell you about one such moment in my
    workshop. We had been learning how to turn
    repeating decimals into a fraction. Here is a
    typical example of that process.

8
100x 35.35 x .35 99x 35.00
x 35/99
  • 0.35 equal 35/100
  • but what is 0.3535 ?
  • Here is the traditional approach.

9
  • The short cut is to look at the first place
    holder that a repeating group ends on, (say the
    hundredth place), put just the repeating digits
    (without the decimal) over that placeholder minus
    one.
  • Say its .3535 , thats a 35 group to the 100th
    placeholder, so 35 over 100 minus 1, becomes
    35/99.

10
  • The what if moment came when a student asked,
    What if only the only number to repeat started
    in the 100th place, instead of both number
    repeating, that is to say
  • .355 instead of .3535

11
  • I thought about it for a minute.
  • I could have said, I will find out and get back
    to you next week. We have a lot of ground to
    cover and I want to make sure I cover the
    worksheet fully.
  • Then I realized that this was the perfect
    opportunity to veer off the worksheet and allow
    the students space to explore the topic more
    fully.
  • and said those magic words I was taught to say

12
  • I dont know, why dont we try to figure it out
    together.
  • And thats when the students became study
    partners.

13
100x 35.55 x .35 99x ???
x
  • We tried the traditional way.

But no one one was sure how to subtract .55
repeating from .355
14
100x 35.55 10x 3.55 90x 32.00 x
32/90
  • One group tried putting all the repeating 5s
    behind the decimal. We tried 100x and 1 x. Then
    we tried

But we were not sure if that was the right way
15
100x 5.55 10x .55 90x 5.0 x
5/90 3/10 x (527)/90 x
32/90
  • Another group tried taking out the .3 (or
    3/10) and only working with the.055 and adding
    the 3/10ths later.

Still we were not sure if that was the right way
16
100x 35.55 x .35 99x 35.2 x
352/990 x 32/90
  • And another thought they could finally use the
    traditional way.

Then and only then were they prepared to believe
that they had in fact mastered the process!
17
  • In conclusion, my experience has shown that it is
    sometimes more important to allow students room
    to go off on a tangent than to always finish
    every point on the worksheet. There are some
    materials that must be covered, but there must
    also be time to explore a particular topic more
    fully. We need to encourage in students a sense
    of ownership over the learning process. In this
    way we will help students become self motivated
    learners.

18
Bibliography
  • The Language Teacher, volume 18, number 7, July
    1994, published by the Japan Association for
    Language Teaching http//www.esl-lab.com/research/
    question.htm
  • Getting Students to Ask Questions (video),
    http//www.pbs.org/teachersource/scienceline/morto
    n1.shtm
  • Getting Them To Speak Up! Questioning Skills to
    Promote Discussion, http//www.utc.edu/Units/Wal
    kerTeachingResourceCenter/FacultyDevelopment/Quest
    ioning/
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