Statistical Methods for Psychological Research - II
- Offered bySwayam
Statistical Methods for Psychological Research - II at Swayam Overview
Duration | 15 weeks |
Start from | Start Now |
Mode of learning | Online |
Difficulty level | Beginner |
Official Website | Go to Website |
Credential | Certificate |
Statistical Methods for Psychological Research - II at Swayam Highlights
- Earn a certification after completion
- Learn from expert faculty
Statistical Methods for Psychological Research - II at Swayam Course details
- Those pursuing advanced degrees (Master's or PhD) in psychology who need a deep understanding of statistical methods to design, analyze, and interpret research studies.
- To provide the essential knowledge of statistical science for dealing the research methodology in Psychology
- Statistical Inference is the main focus with more emphasis on the testing of statistical hypothesis
- To impart the knowledge on the handling procedures of Both parametric and non-parametric tests in the contexts of Small and large sample size cases
- To provide the theoretical and conceptual understanding of different statistical tests with illustrations
- To train the students through problem solving and enable them for having proper understanding of statistical methods for psychological research
- The concept of statistical inference is the most popular mechanism for exploring the interpretations of several research hypotheses. Meaningful conclusions on the study of hypotheses can be drawn from these contents
- The intended objective is to address part 2 of statistical inference, i.e., the testing of statistical hypotheses more suited to research in psychological studies. Hence, this course has a significant scope for the usage of different statistical techniques for psychological research methodology
- This course is designed to keep in mind the students of graduate (hons) universities and other HEIs. It has focused on the parametric as well as non-parametric testing of hypotheses
Statistical Methods for Psychological Research - II at Swayam Curriculum
Week 1
Overview on Inferential Statistics
Hypothesis Testing with Small Sample Sizes (t test)
Hypothesis Testing with Large Sample Sizes
Assumptions in Hypothesis Testing for a Single Mean; the Null and the Alternative Hypotheses
Week 2
Choice of Ha One-Tailed and Two-Tailed Tests; Steps for Hypothesis Testing
Hypothesis Testing about a Single Mean and Calculation
The Statistical Decision Making Regarding Retention and Rejection of Null Hypothesis
Estimating the Standard Error of the Mean when ? is Unknown
Week 3
t Sampling Distribution - Description, Characteristics, Computing with Definitional Formula
Overview of Statistical Inference and Hypothesis Testing
Critical Value, Significance Level and p-value
A Statistically Significant Difference versus a Practically Important Difference
Week 4
Errors in Hypothesis Testing and Power of a Test
Hypothesis Testing about the Difference between Two Independent Mean - An Overview
Null and Alternative Hypotheses; the Random Sampling Distribution of the Difference between Two Sample Means
Week 5
Properties of Sampling Distribution of the Difference Between Two Sample Means
Determining a Formula for t-distribution
Testing the Hypothesis of No Difference between Two Independent Means; Use of One-Tailed Test
Week 6
Assumptions Associated with Inference about the Difference between Two Independent Means
Hypothesis Testing about the Difference Between Two Dependent (Correlated) Means – An Overview
The Null and Alternative Hypotheses for Testing the Difference between Two Dependent (Correlated) Means
Week 7
Determining a Formula for t in Testing the Differences Between Two Dependent (Correlated) Means
Determining t test statistic, Properties and Degrees of Freedom for Tests of No Difference Between Dependent Means
Testing a Hypothesis about Two Dependent Means using the Formula Involving Standard Errors and Correlation Only
Week 8
Null Hypothesis and Alternative Hypothesis
Hypothesis Testing for Differences among Three or more Groups
Basis, Assumptions within and between - Group Variances of One-Way ANOVA
Week 9
Partition of Sum of Squares and One-Way ANOVA Procedure
Application of One-Way ANOVA
Post-Hoc Comparisons in One-Way ANOVA
Raw Score Formula and Comparison of t and F Test
Week 10
Hypothesis Testing for Categorical Variables and Inference about Frequencies
The Chi-Square as a Measure of Discrepancy between Expected and Observed Frequencies
Logic of the Chi-Square Test; Assumptions of Chi-Square