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)
20021201
7-5-3
Graphing Paired-Variable Statistical Data
(6) Tap [Calc] [Logarithmic Reg]
(7) Tap [OK]
(8) Tap [OK] "
Tip
•You can perform trace (page 3-7-1) on a regression graph. Trace scroll, however, is not
supported when a scatter diagram is displayed.