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62 Cards in this Set

  • Front
  • Back

Systematic Between Groups Variance

differences between the groups means as a result of the manipulated variable

Nonsystematic, Within Groups Variance

Average variation within each group on the DV resulting from additional variables not controlled or manipulated in a study

T-Test Evaluate?

Does the difference between the means of 2 groups exceed what would be expected from sampling error or chance

Examples of T-Test

Independent Samples


Dependent Samples

Null Hypothesis

All the group means are equal in the target population, any differences found in a sample is the result of chance fluctuations

ANOVA Stats

F= Ratio of between group variance to within group variance


(X,Y)= Degrees of freedom between groups and within groups respectively


P= Probably of some data if null hypothesis is true


Etq Squared (h2)= Effect size statistic similar to r squared

Post-Hoc Test

Follow-up comparison tests that are conducted following a significant F test to determine which group differences are statistically significant, while controlling for elevated type 1 error rates

Post-Hoc test examples

Tukey and Bonferroni

Anova-Stat. sign. F Ratio? Yes

Reject Null and conclude there is a relationship between IV and DV--conduct additional analyses to compare all the group means while controlling for Type 1

Anova-Stat. sign. F ratio? No

retain null and conclude insufficient data to rule out chance

Axiom

Clients behavior areinfluenced by multiple variables,not just a single independent variable!

Interaction Effect


(The sum is greater than the 2 halves)


-Effect of 1 IV on the DV depends on the level of a second IV


-Effect of 1 IV is not consistent across all groups of 2nd IV

ANCOVA

Evaluates whether the differences among group means are likely due to chance or sampling error, after controlling for the influence of a covareist

Quasi-Experimental Designs

Identify casual relationships among research variables when random assignment is not feasible for ethical or practical reaseons

Quasi-Experimental Design procedure

Non-equivalent, pre-existing groups are compared on a DV after being exposed to different levels of the IV

Major Drawback of Quasi-experimental Design

Lack of random assignment reduces the internal validity of the studies results (selectional biases)

Temporal Precedence

-Cause must precede effect


-Must be a functional relationship between A and B


-Alternative explanations for functional relationship between A and B must be ruled out

Confounding variable hypothesis

Another factor other than the IV was responsible for changes in the DV (Major threat to internal validity)



Problems with between subjects experiments

Require large number of participants so the groups within have adequate numbers of participants




May have low statistical power because of random error

Within subjects design

All participants are exposed to all levels of the IV, ideally in a random fashion

Matching or dependent samples design

Reduce error variance by intentionally matching participants confounding variables

Experimental Designs-Between Groups

Participants are separated into distinct groups and the average group scores are compared on a DV

Experimental Designs-Within groups

Every Participants experiences all levels of the IV: we compare the same people across all levels of IV

Experimental Design-Matched Groups

Matched pairs are identified and the members of these pairs are randomly assigned to different levels of the IV

Basic Research
Researchdirected toward theory development and understanding the human condition. The discovery of new knowledge is valuable inand of itself.
Applied Research
Researchdirected toward solving practical, real-world problems

Outcome Research

Evaluate the efficacy of a counseling model, set of interventions, or formal treatment program.

Program Assessment and Evaluation

Not doing research to benefit scientific community; rather for local stakeholders

Program Assessment objective

Identify the needs and priorities of a local population, organization, or school.

Types of Program assessment and evalution

Data-driven


Perceptions based

Data-driven Program assessment and evaluation

Needs are identified through an evaluation of (relatively) objective data; these data become the foundation for progammatic changes.

Perceptions-base program assesment

Needs are identified through soliciting the needs and priorities of various stakeholders



Program Evaluation Objective

Evaluate the effectiveness and benefits of a specific program for a specific group of individuals

Steps to Program evaluation

Needs assessment


Develop goals and objective


Design and implement Program


Data collection and Analysis


Communicate Results to Stakeholders


Use results and stakeholder evaluations to inform next steps

Social Constructivism

There is no single objective reality independent of an observer, reality is created in the mind of each individual and interpretations attached to his or her subjective experiences

General Research Strategies of Qualitative Research

Intensive interviewing


Participant Observation


Discovering themes, regularities, and categories in participants' personal stories/experiences


Reflective Writing and observation


Subjective interpretations of data


Documentation of the researcher's biases and perspectives

Ethnographic research objective

Describe or explain the collective experiences and behaviors of a specific cultural group in its natural setting

Grounded theory objective

Develop a theory to account for a particular phenomenon.

Phenomenological Research objective

Describe the subjective experiences of a group of individuals who have a particular phenomenon

Multiple Regression Stats

R= Correlation between actual criterion scores and predicted criterion scores (team scores)




R(Squared)= Proportion of variance in criterion variable explained by the combination of predictor variables




b or B= Unique contribution of a predictor variable to the prediction of the criterion variable (Individual Points)

Basic Survey Research Objective

Identify and describe attitudes, opinions, behaviors, or other characteristics of a group of respondents

Basic survey research, basic strategy

Collect data through administration of a questionnaire or interview to ideally a representative sample of a population

Basic Survey Research examples

Needs assessment




Epidemiology survey




Cross-sectional and longitudinal research

Ex Post Facto/ Casual Comparative Objective

Evaluate whether pre-existing groups (IV) differ on select research variables (DV)

Ex Post Facto Strategy

Measure characteristics of 2 or more groups on one or more research variables

Ex Post Facto Challenges

Groups should, ideally, differ only on IV (Grouping Factor)

Ex Post facto IV

Categorical Group Membership

Ex post facto DV

Outcome variable measure by researcher

Basic Format of Correlational Research

Every participant has numerical scores/ratings on at least 2 research variables--an IV and DV

Correlational Design Objective

Explain relationship between 2 or more research variables




Make predictions about how individuals will score on 2 variable from how they score on another variable

Correlational Design Strategy

Measure participants on 2 or more variable and use statistical procedures to describe relationship among variables

Pearson Correlation Coefficient

An index of the linear relationship between 2 continuous variables that indicates the extent to which changes in 1 variable correspond to changes in a 2nd variable

Correlational Coefficient Range

-1.00 to +1.00

Coefficient of determination (r Squared)

Percentage of variance shared between 2 variables

Interpreting effect size (Small)

.10



Interpreting effect size (Medium)

.30

Interpreting effect size (Large)

.50

Moderator variable

A 3rd variable that changes the strength or the direction of the relationship between X and Y

Mediator Variable

3rd variable that accounts for, or at least substantially reduces the relationship between X and Y. Essentially, it explains why the relationship between X and Y occur.

Steps in linear regression

Find regression line that best fits the data points shared by 2 variables, minimizing errors of prediction.




Slope intercept form: y= (X)b+a




Use the equation to predict future scores on Y variable

Multiple Regression Purpose

Predict scores on a criterion variable (Y) from scores on 2 or more predictor variables (x1, x2)

Multiple Regression Benefit

Results indicate how well the predictor variable (X), alone and in combination explain variation in the criterion variable (Y)