![](data:image/png;base64,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)
Copyright © 2006 Texas Instruments Incorporated 10
Examples
Answer toggle
n
Press the n key to toggle the display result between fraction
and decimal answers, exact square root and decimal, and
exact pi and decimal.
Example
Scroll 1 T 1 <
2 T 2 <
3 T 3 <
4 T 4 <
# # # # <
T 2 <
Answer
toggle
% b 8 <
n