Bell Curved Education
  • Home
  • 7 Maths
  • 8 Maths
  • 9 Maths
  • 10 Maths
  • Stage 1 Maths
  • Stage 2 General Maths
  • Home
  • 7 Maths
  • 8 Maths
  • 9 Maths
  • 10 Maths
  • Stage 1 Maths
  • Stage 2 General Maths

Statistical Models
Interpreting values of exponential regression

Statistical Models
Bivariate Statistics
  • The statistical investigation process
  • Association between variables
  • The effects of outliers on correlation
  • Causality
  • Interpreting Pearson's correlation coefficient
  • Calculating linear regression {TI-84 Plus CE}
  • Interpreting values of linear regression
  • Residual plots {TI-84 Plus CE}
  • Calculating exponential regression {TI-84 Plus CE}
  • Interpreting values of exponential regression
  • ​Interpolation and extrapolation​
The Normal Distribution
  • Properties of the bell shape curve
  • Finding integral and non-integral probabilities {TI-84 Plus CE}
  • Finding quantiles {TI-84 Plus CE}​
If an exponential regression is found to be the best fit for the data, then an equation can be found that best describes this correlation. This equation can be used to quickly identify the initial starting value and the rate of growth or decay.

Home

Maths

Science

Contact

Copyright © 2015