Finding least squares solution of Ax=b?

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SUMMARY

The discussion centers on finding the least squares solution of the equation Ax=b using the TI-89 graphing calculator. Users suggest entering x values into list L1 and y values into list L2. For the TI-84, the process involves navigating to the 'Stat' menu, selecting 'Calc', and then choosing option 8 for 'LinReg(a+bx)'. This method allows users to verify their linear algebra solutions effectively.

PREREQUISITES
  • Familiarity with linear algebra concepts, specifically least squares solutions.
  • Understanding of how to use TI-89 and TI-84 graphing calculators.
  • Knowledge of data entry into lists on graphing calculators.
  • Basic proficiency in navigating calculator menus for statistical functions.
NEXT STEPS
  • Research the specific commands for performing linear regression on the TI-89 calculator.
  • Learn about the mathematical theory behind least squares solutions in linear algebra.
  • Explore advanced statistical functions available on the TI-84 calculator.
  • Investigate alternative software tools for performing linear regression, such as Python's NumPy library.
USEFUL FOR

Students studying linear algebra, educators teaching statistics, and anyone using TI-89 or TI-84 calculators for mathematical computations.

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TL;DR
Does anyone know the command or how to find the least squares solution of Ax=b on Ti-89 graphing calculator?
Does anyone know the command or how to find the least squares solution of Ax=b on Ti-89 graphing calculator? I'm trying to check my answers on Ti-89 for those linear algebra problems.
 
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I have a ti-84 and i am not with it right now so don't quote me on this lol but did you enter your x values into L1 and your y values into L2? on my Ti84 after that, you go to stat --> calc --> 8 (which is LinReg(a+bx)) and press enter.
 

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