In statistics, correlation and regression are key tools for understanding the relationship between two or more numerical variables. Correlation focuses on the strength and direction of this relationship, while regression examines how changes in one variable influence another. This article will explore the differences between correlation and regression in detail for CA exams .
Pearson Correlation : This method works best for nominal or continuous variables and measures only the linear relationship between them. However, it is not effective for identifying non-linear relationships.
Spearman Rank Correlation : Ideal for ordinal and continuous variables, this method captures both linear and non-linear relationships, making it versatile for various data types.
Kendall Tau Correlation : A non-parametric approach specifically designed for ranking ordinal variables. Like Spearman Rank, it can measure both linear and non-linear relationships effectively.
1. E-commerce
Correlation plays a significant role in e-commerce by analyzing patterns such as:2. Education
In the education sector, correlation analysis helps policymakers assess critical relationships, such as:3. Real Estate
Real estate relies on correlation to make data-driven decisions, including: