Researchers for the NIST (National Institute of Standards and Technology) want to understand the relationship between the coefficient of thermal expansion for copper and the temperature in degrees Kelvin.
You can use this data to demonstrate Nonlinear Regression.
Worksheet column | Description | Variable type |
---|---|---|
Expansion | The coefficient of thermal expansion | Response |
Kelvin | The temperature in degrees Kelvin | Predictor |
Data are publicly available from the NIST (Hahn, T., 1979)