Presentation on theme: "True Experimental Design. Variables In any experiment there are three types of variables: 1)Experimental “Manipulations” a) Independent Variable (IV)"— Presentation transcript:
True Experimental Design
Variables In any experiment there are three types of variables: 1)Experimental “Manipulations” a) Independent Variable (IV) b) Individual Differences Variable 2) Dependent Variable (DV) 3) Secondary Variable- a variable that is not a part of the hypothesis under study.
Types of Secondary Variables Confound secondary variable- variable that has unintentionally co-varied along with the IV causing a threat to internal validity. Extraneous or random secondary variable- variable that is not directly related to the hypothesis and which the E does not attempt to control (allows to vary at random). Controlled secondary variable- variable not related to the hypothesis but which E does control, either by holding constant, equating across groups or by matching.
Independent Groups Designs: Random, Matched, Natural Independent Groups Designs- the IV is varied (or manipulated) between sets of different subjects, one set for each level of the IV. Three Types of Independent Group Designs: 1) Random Groups Design 2) Matched Groups Design 3) Natural Groups Design
Random Groups Design The subjects are assigned to the levels of the IV randomly. This is a two step process: 1)draw a pool of subjects from population using some method of randomization. 2)randomly assign subjects to levels of the IV (usually with a constraint of equal n per level) Must use a formal randomization process, i.e. a random number table (in text), dice, coin toss. Examples showing why.
Examples of way you should us a formal randomization process Time estimation example Two level IV (with feedback and without) Class of 50 students go to room 666 at 7:00 PM Arbitrarily (informal randomization) decide: first 25 that arrive placed in “feedback” last 25 that arrive placed in “no feedback” Results: better time estimation in feedback group
Real life (subtle) example: Learning in Rats
What does random assignment “buy” you? Will, on average, in the long run, have an equal representation of all levels of secondary variables in all groups. The larger the population size and/or the more homogeneous the population, the better randomization will work to provide equal groups.
differences between groups may occur as a result of secondary variables but these differences will occur solely on the basis of chance and we know a lot about “chance” and how it operates (inferential statistics).
Random Groups Design Exa mple Dittmar, Halliwell, & Ive (2006) page 188 of 9 th ed. “Does Barbie make girls want to be thin?” The effect of exposure to very thin models on young girl’s body image. Most research on body image done with adolescents and young women. This research looked at girls age years
All girls listened to same story, “Mira” shopping for party dress Looked at picture book while listening to adult read Some girls saw Barbie doll as “Mira”. Some girls saw Emme doll as “Mira”, some saw a book without any pictures of “Mira”, just scenes and objects. All girls complete “Child Figure Rating Scale”
IV (s)? DV (s)? Secondary variable(s)?
Barbie condition showed the highest body dissatisfaction. Emmie and no-doll condition showed no body dissatisfaction at all.
Matched Groups Design Different subjects serve at the different levels of the IV however the subjects are matched on the basis of some “important” secondary variable An attempt to create equivalent groups when you cannot gather a large number of participants and/or your population is very heterogeneous (with respect to your DV).
Steps to forming “Matched Groups” 1) Rank-order subjects by performance on the selected “matching task”. Often the task used is the same as your DV but could be some other similar variable relevant to the outcome of the study. 2) Form sets of similar (“matched”) subjects and randomly assign one member from each set to each level of your IV. Will help to take important secondary variables and form groups that are equivalent with respect to that variable.
Example: New drug to control high blood pressure Measure participants’ blood pressure WITHOUT medication. Form pairs of people with similar pre-study BP. Randomly assign one member of each pair to the new medication group and the other to the old medication group.
Natural Groups Design There is no true IV The variable of interest is an “individual differences” variable Very common in Psychological Research Example: Relationship between divorce and subsequent emotional disorders Even if you find a “statistically significant” result, you cannot claim causality.