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Intact Group Design and
True Experimental
design
Presenter : Minh Sang
Intact Group Design
   This is the design that most classroom
    researchers use.
   Step 1 : Select 2 classes to make 2 groups.
    One is experimental group and the other is
    control group ( You can decide it by the flip of
    a coin )

   Step 2 : You give the treatment ( experimental
    instruction ) to the experimental group, not the
    control group
Intact Group Design
   Step 3 : Give the 2 groups a posttest. After the
    posttest, we can have the result for the
    research.

 In short, an intact group design is :
     G1 x T1
     G2 T1
G1 : Experimental Group
G2 : Control Group
T1 : Posttest
Intact Group Design
   Example :
   You want to investigate the effect of grammar
    correction on the writing skills of ESL students
   Step 1 : Select two similar groups of ESL ss.
    Flip the coin to decide which group is the
    experimental and control group
   Step 2 : Give the Exp Group the treatment
    ( grammar correction ) and do nothing with the
    Control group.
Intact Group Design
   Step 3 : Give a pottest to 2 groups. After the
    test, you will have a conclusion that grammar
    correction is effective or not ( If the Exp Group
    has the higher scores, it means that your
    treatment – grammar correction is effective )
True Experimental Design
   This design is used for situations in real life,
    when we don’t have any particular groups or
    classes, teams for our research.

   It is similar to the intact group design. and you
    may have a pretest for the Pretest pottest
    control group design
True Experimental Design
   Pottest only control group : this is nearly the
    same as the the intact group design. The
    difference is that we choose the members for
    the group randomly :

So we have : G1 ( random ) X T1
           G2 ( random ) T1
True Experimental Design
   Pretest pottest control group design : We may
    have a pretest for this design :

       G1 ( random ) T1 X T2
       G2 ( random ) T1 T2

So why do we have the T2 ( prettest ) ?
True Experimental Design
   The T2 ( prettest ) is given when the time you
    have between the prettest and pottest is not
    considerable ( not sufficient ) and it may affect
    the conclusion of your research.

    It is when you give a prettest to test the
    knowledge, ability…of the 2 groups that you
    have. After all, your conclusion should be
    much more defensible.
QUASI-EXPERIMENTAL DESIGN
       Presenter: Minh Dang
• Quasi-experimental design is practical
 compromises between true experimentation
 and which we wish to investigate.
• Quasi-experimental design is susceptible
 (easily effected) to some of the questions of
 internal and external validity
• By using Quasi-experimental design, we
 control as many variables as we can and also
 limit the kinds of interpretations we make
 about cause-effect relationships and hedge
 the power of our generalization statements
Time-series design
• Because of limitations  sometimes it is
  impossible to have a control group


•  use time-series design to deal with the
  lack of control group
• Time-series design use several pretest and
  several postest

• No treatment during the pretests  know the
  changes when there are no treatments

• After some pretests  treatment  some
  posttests  changes from the treatment

•  more accurate comparison, conclusion
• Line 1: no effect

• Line 2: negative effect

• Line 3: positive effect  treatment is
  effective
Equivalent time sample design
• The treatment is introduced and
  reintroduced between every other pretests
  and posttests

• Test 1  treatment  test 2  treatment 
  test 3 treatment  …
In short
• Quasi-experimental design: control many
  variables and reduce limitations


• Time-series design: pretests  treatment 
  posttests


• Equivalent time-sample design: test 
  treatment  test  treatment  …
EX POST FACTO DESIGNS
     Presenter: Huu Loc
EX POST FACTO DESIGNS
     When researchers control the threats to
  internal and external validity, they are trying
  to find a direct relationship between the
  independent and dependent variables.
          In other words, they select the
  population, sample, treatments, and
  variables in order to find a cause-and-
  effect relationship between the variables.
example
You may have created a series of media lessons
on how to say no to requests in English.

Not randomly select        Can not draw causal
your Ss, organize          relationships
your control and           between your media
treatment groups,          materials and Ss'
and     control    for     improvement         in
factors aside from         ability to turn down
the media lessons          requests gracefully in
which           might      English.
influence the results
When considering all the factors that you
 would need to control, you might think that
 designing a true experimental research project
 is almost impossible.

But , it should not mean that we have to give
up approximating the ideal as much as
possible.
      X causes Y is an extremely difficult thing
to do unless the research is carefully
designed and as many extraneous factors
are controlled as possible.
When there is no possibility of random
selection of Ss, instead of abandoning the
research, we simply have to limit the domain
of our claims.

oWe have to avoid making cause and effect
statements.
EX POST FACTO designs are often used
when the researcher does not have
control over the selection and
manipulation or the independent
variable.

  Researchers look at the type and/or
   degree of relationship between the two
   variables rather than at a cause-and-
   effect relationship.
example
 We can study the relationship between scores on
  a school- leaving exam in ESL and teachers' ratings
  for the Ss using an ex post facto design.
 We can see if there is a certain amount of
  agreement between the two sets of scores. Any
  relationship between the scores of the groups
  would not be related to any instructional program
  we had given them before the test.
 The designs are called ex post facto. The
  researcher has no control over what has already
  happened to the Ss.
 The treatment has been given prior to the
  research project.
There’re 2 EX POST FACTO designs


     o Correlational designs
     o Criterion group
      design
Correlational designs    are   the   most
commonly used subset, in which a group of
Ss may give us data on two different
variables.
o For example, students planing to study in the US take
  the TOEFL. Many universities also have entrance
  exam to administer to students. We can then look at
  the relationship of Ss’ scores on one test to their
  scores on the other.
o Or, foreign students may be asked to take both the
  Graduate Record Exam (GRE) and an English
  placement exam prior to admission to a university.
o The score for each S on one test can be compared
  with the score on the other, allowing us to see
  whether whose students who score high on one lest
  also score high on the other.
The schematic representation of this
design would be
                T1 T 2
• It’s no causal relationship between the
  two variables --> the distinction between
  independent and dependent variables is
  not well defined.
• It is arbitrary to call one or the other the
  independent variable.
• But, it is usually the case that the
  investigator may be more concerned with
  one than the other and may therefore
  label the first the independent variable
  and the second the dependent variable
  and show this by the labels X and Y.
In a CRITERION GROUP DESIGN, two
groups of Ss are compared on one
measure.

 In this design, two groups of Ss are
 compared on one measure. With this
 design, you might, for example, measure
 the reading peed of Iranian and French
 students, assuming you want to see how
 related or different they might be.
The design would look like this:
G1 T1
G2 T1
You can change the design into a two-
criterion design by considering level of
language proficiency as well as their native
language.
In this case the criterion group design forms
a factorial design.
FACTORIAL DESIGNS
   Presenter: Ngan Giang
DEFINITION
• Is simply the addition of more variables to
  the other designs
• There will be more than one independent
  variable considered
• The variables may have one or many levels
2 x 2 example
                                     Room Temperature
    Test Difficulty      (Level) 50 degrees      (Level) 90 degrees


   (Level) Hard Test   Hard Test in 50 degrees Hard Test in 90 degrees



   (Level) Easy Test   Easy Test in 50 degrees Easy Test in 90 degrees



We are interested in studying the effect of room temperature
on test taking. To do this, we compare test scores of students
who take a test in a 90 degree room vs. those who take a test
in a 50 degree room.
• Factor 1:
  Treatment
  – psychothera
    py
  – behavior
    modification
• Factor 2:
  Setting
  – inpatient
  – day
    treatment
  – outpatient
• higher scores
  mean the
  patient is
  doing worse. 

• day treatment is
  never the best
  condition.

• psychotherapy
  works best with
  inpatient care
  and behavior
  modification
  works best with
  outpatient
  care.
THE PROS AND CONS
• Factorial designs are extremely useful to psychologists and
  field scientists as a preliminary study, allowing them to
  judge whether there is a link between variables, whilst
  reducing the possibility of experimental
  error and confounding variables .

• The factorial design, as well as simplifying the process and
  making research cheaper, allows many levels of analysis.
  As well as highlighting the relationships between variables,
  it also allows the effects of manipulating a single variable
  to be isolated and analyzed singly.

• The main disadvantage is the difficulty of experimenting
  with more than two factors, or many levels. A factorial
  design has to be planned meticulously, as an error in one
  of the levels, will jeopardize a great amount of work.
Summary
1. What is experimental design?
2. Types of experimental design:
  –   Pre-experimental design
  –   True experimental design
  –   Quasi-experimental design
  –   Ex post facto design
  –   Factorial design
Thanks for your attention!
• Group 5:
  1.   Dinh Quoc Minh Dang
  2.   Vo Huu Loc
  3.   Nguyen Dinh Minh Sang
  4.   Nguyen Ngoc Cam
  5.   Tran Thi Ngan Giang

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Experimental design

  • 1.
  • 2. Intact Group Design and True Experimental design Presenter : Minh Sang
  • 3. Intact Group Design  This is the design that most classroom researchers use.  Step 1 : Select 2 classes to make 2 groups. One is experimental group and the other is control group ( You can decide it by the flip of a coin )  Step 2 : You give the treatment ( experimental instruction ) to the experimental group, not the control group
  • 4. Intact Group Design  Step 3 : Give the 2 groups a posttest. After the posttest, we can have the result for the research. In short, an intact group design is : G1 x T1 G2 T1 G1 : Experimental Group G2 : Control Group T1 : Posttest
  • 5. Intact Group Design  Example :  You want to investigate the effect of grammar correction on the writing skills of ESL students  Step 1 : Select two similar groups of ESL ss. Flip the coin to decide which group is the experimental and control group  Step 2 : Give the Exp Group the treatment ( grammar correction ) and do nothing with the Control group.
  • 6. Intact Group Design  Step 3 : Give a pottest to 2 groups. After the test, you will have a conclusion that grammar correction is effective or not ( If the Exp Group has the higher scores, it means that your treatment – grammar correction is effective )
  • 7. True Experimental Design  This design is used for situations in real life, when we don’t have any particular groups or classes, teams for our research.  It is similar to the intact group design. and you may have a pretest for the Pretest pottest control group design
  • 8. True Experimental Design  Pottest only control group : this is nearly the same as the the intact group design. The difference is that we choose the members for the group randomly : So we have : G1 ( random ) X T1 G2 ( random ) T1
  • 9. True Experimental Design  Pretest pottest control group design : We may have a pretest for this design : G1 ( random ) T1 X T2 G2 ( random ) T1 T2 So why do we have the T2 ( prettest ) ?
  • 10. True Experimental Design  The T2 ( prettest ) is given when the time you have between the prettest and pottest is not considerable ( not sufficient ) and it may affect the conclusion of your research.   It is when you give a prettest to test the knowledge, ability…of the 2 groups that you have. After all, your conclusion should be much more defensible.
  • 11. QUASI-EXPERIMENTAL DESIGN Presenter: Minh Dang
  • 12. • Quasi-experimental design is practical compromises between true experimentation and which we wish to investigate.
  • 13. • Quasi-experimental design is susceptible (easily effected) to some of the questions of internal and external validity
  • 14. • By using Quasi-experimental design, we control as many variables as we can and also limit the kinds of interpretations we make about cause-effect relationships and hedge the power of our generalization statements
  • 15. Time-series design • Because of limitations  sometimes it is impossible to have a control group •  use time-series design to deal with the lack of control group
  • 16. • Time-series design use several pretest and several postest • No treatment during the pretests  know the changes when there are no treatments • After some pretests  treatment  some posttests  changes from the treatment •  more accurate comparison, conclusion
  • 17.
  • 18. • Line 1: no effect • Line 2: negative effect • Line 3: positive effect  treatment is effective
  • 19. Equivalent time sample design • The treatment is introduced and reintroduced between every other pretests and posttests • Test 1  treatment  test 2  treatment  test 3 treatment  …
  • 20. In short • Quasi-experimental design: control many variables and reduce limitations • Time-series design: pretests  treatment  posttests • Equivalent time-sample design: test  treatment  test  treatment  …
  • 21. EX POST FACTO DESIGNS Presenter: Huu Loc
  • 22. EX POST FACTO DESIGNS  When researchers control the threats to internal and external validity, they are trying to find a direct relationship between the independent and dependent variables.  In other words, they select the population, sample, treatments, and variables in order to find a cause-and- effect relationship between the variables.
  • 23. example You may have created a series of media lessons on how to say no to requests in English. Not randomly select Can not draw causal your Ss, organize relationships your control and between your media treatment groups, materials and Ss' and control for improvement in factors aside from ability to turn down the media lessons requests gracefully in which might English. influence the results
  • 24. When considering all the factors that you would need to control, you might think that designing a true experimental research project is almost impossible. But , it should not mean that we have to give up approximating the ideal as much as possible.  X causes Y is an extremely difficult thing to do unless the research is carefully designed and as many extraneous factors are controlled as possible.
  • 25. When there is no possibility of random selection of Ss, instead of abandoning the research, we simply have to limit the domain of our claims. oWe have to avoid making cause and effect statements.
  • 26. EX POST FACTO designs are often used when the researcher does not have control over the selection and manipulation or the independent variable.  Researchers look at the type and/or degree of relationship between the two variables rather than at a cause-and- effect relationship.
  • 27. example  We can study the relationship between scores on a school- leaving exam in ESL and teachers' ratings for the Ss using an ex post facto design.  We can see if there is a certain amount of agreement between the two sets of scores. Any relationship between the scores of the groups would not be related to any instructional program we had given them before the test.  The designs are called ex post facto. The researcher has no control over what has already happened to the Ss.  The treatment has been given prior to the research project.
  • 28. There’re 2 EX POST FACTO designs o Correlational designs o Criterion group design
  • 29. Correlational designs are the most commonly used subset, in which a group of Ss may give us data on two different variables. o For example, students planing to study in the US take the TOEFL. Many universities also have entrance exam to administer to students. We can then look at the relationship of Ss’ scores on one test to their scores on the other. o Or, foreign students may be asked to take both the Graduate Record Exam (GRE) and an English placement exam prior to admission to a university. o The score for each S on one test can be compared with the score on the other, allowing us to see whether whose students who score high on one lest also score high on the other.
  • 30. The schematic representation of this design would be T1 T 2
  • 31. • It’s no causal relationship between the two variables --> the distinction between independent and dependent variables is not well defined. • It is arbitrary to call one or the other the independent variable. • But, it is usually the case that the investigator may be more concerned with one than the other and may therefore label the first the independent variable and the second the dependent variable and show this by the labels X and Y.
  • 32. In a CRITERION GROUP DESIGN, two groups of Ss are compared on one measure. In this design, two groups of Ss are compared on one measure. With this design, you might, for example, measure the reading peed of Iranian and French students, assuming you want to see how related or different they might be.
  • 33. The design would look like this: G1 T1 G2 T1
  • 34. You can change the design into a two- criterion design by considering level of language proficiency as well as their native language. In this case the criterion group design forms a factorial design.
  • 35. FACTORIAL DESIGNS Presenter: Ngan Giang
  • 36. DEFINITION • Is simply the addition of more variables to the other designs • There will be more than one independent variable considered • The variables may have one or many levels
  • 37. 2 x 2 example Room Temperature Test Difficulty (Level) 50 degrees (Level) 90 degrees (Level) Hard Test Hard Test in 50 degrees Hard Test in 90 degrees (Level) Easy Test Easy Test in 50 degrees Easy Test in 90 degrees We are interested in studying the effect of room temperature on test taking. To do this, we compare test scores of students who take a test in a 90 degree room vs. those who take a test in a 50 degree room.
  • 38. • Factor 1: Treatment – psychothera py – behavior modification • Factor 2: Setting – inpatient – day treatment – outpatient
  • 39. • higher scores mean the patient is doing worse.  • day treatment is never the best condition. • psychotherapy works best with inpatient care and behavior modification works best with outpatient care.
  • 40. THE PROS AND CONS • Factorial designs are extremely useful to psychologists and field scientists as a preliminary study, allowing them to judge whether there is a link between variables, whilst reducing the possibility of experimental error and confounding variables . • The factorial design, as well as simplifying the process and making research cheaper, allows many levels of analysis. As well as highlighting the relationships between variables, it also allows the effects of manipulating a single variable to be isolated and analyzed singly. • The main disadvantage is the difficulty of experimenting with more than two factors, or many levels. A factorial design has to be planned meticulously, as an error in one of the levels, will jeopardize a great amount of work.
  • 41. Summary 1. What is experimental design? 2. Types of experimental design: – Pre-experimental design – True experimental design – Quasi-experimental design – Ex post facto design – Factorial design
  • 42. Thanks for your attention! • Group 5: 1. Dinh Quoc Minh Dang 2. Vo Huu Loc 3. Nguyen Dinh Minh Sang 4. Nguyen Ngoc Cam 5. Tran Thi Ngan Giang