The slope of the line represents how much each unit change of the independent variable X changes the dependent variable Y. The slope (m) tells you how hard it would be to run up the straight line, i.e. how steep it is. The larger "m" is, the steeper the slope. A perfectly horizontal line has a slope of zero. A line that makes a 45-degree angle with its base has a slope of 1.
To find keyword content within a course, select the course link below:

ERI's 2026 Benefits Benchmarking Survey Highlights
Read More
United States and Canada Minimum Wage Updates - June 2026
Read More
Do Geographic Pay Differentials Account for Inflation?
Read MoreWHITE PAPERS

National Compensation Forecast April 2026
Read More
Compensation Strategies for Remote Work and Organizational Culture – Fall 2025
Read More
Planning Global Compensation Budgets for 2026 - January 2026
Read More
Common Compensation Terms and Formulas - January 2026