The cubic regression option finds the equation of a cubic equation
of the form y = ax3 + bx2 + cx + d that best fits a set of data. First, press to enter the data .
Press to view the statistics calculation options.
Enter the columns to be used for the x and y entries, c1 and c2
in this case. The regression equation can be automatically stored
in the equation editor by selecting the Stor RegEQ.
Therefore, the best-fit cubic equation for this data is approximately
y = 0.03x3 - 0.11x2 -0.89x -0.47.
Note: The resulting cubic equation is an exact fit if four noncollinear,
nonparabolic data points are entered.
The TI-92 does not calculate the correlation coefficient r. It
does calculate the coefficient of determination.