Transmitting From A Ti - 82 To A Ti-82 Stats - Texas Instruments TI-82 STATS Manual Book

Transmitting from a TI
Resolved
Differences
between the
TI-82 and
TI-82 STATS
Unresolved
Differences
between the
TI-82 and
TI-82 STATS
82 to a TI-82 STATS
-
Generally, you can transmit items to a TI-82 STATS from a
TI 82, but differences between the two products may affect
-
some transmitted data. This table shows differences for which
the software built into the TI-82 STATS automatically adjusts
when a TI-82 STATS receives TI
TI.82
nMin
nStart
Un
Vn
UnStart
VnStart
TblMin
For example, if you transmit from a TI
program that contains
display the program on the receiving TI-82 STATS, you will see
that has automatically replaced
nMin
line.
The software built into the TI-82 STATS cannot resolve some
differences between the TI
described below. You must edit the data on the TI-82 STATS
after you transmit to account for these differences, or the
TI-82 STATS will misinterpret the data.
The TI-82 STATS reinterprets TI-82 STATS prefix functions to
include open parentheses, which may add extraneous
parentheses to transmitted expressions.
For example, if you transmit
TI-82 STATS, the TI-82 STATS reinterprets it as
Without a closing parenthesis after
interprets this as
sin(X+5)
If a TI 82 instruction that the TI-82 STATS cannot translate is
-
transmitted, the
ERR:INVALID
TI-82 STATS attempts to execute the instruction. For example,
on the TI 82, the character group
-
location when you press y [
directly translate
U
n-1
menu is displayed.
ERR:INVALID
Note: TI-82 STATS implied multiplication rules differ from those of the
TI.82. For example, the TI-82 STATS evaluates
while the TI 82 evaluates
-
82 data.
-
TI-82 STATS
PlotStart
nMin
u
v
u(nMin)
v(nMin)
TblStart
82 to a TI-82 STATS a
-
on a command line and then
nStart
nStart
82 and TI-82 STATS, which are
-
from a TI
sin X+5
, the TI-82 STATS
X
, not the sum of
menu is displayed when the
is pasted to the cursor
U
n-1
]. The TI-82 STATS cannot
UnN1
to the TI-82 STATS syntax
1à(2ä ä ä ä X)
1à2X
as (Chapter 2).
Communication Link 19–9
on the command
82 to a
-
.
sin(X+5
and .
5 sin(X)
, so the
u(nN1)
(1à2)ä ä ä ä X
1à2X
as ,