230
CHAPTER 11
Number Equation Movement step Movable range
1 Y=X
2
X : 1 X=–5 to 5
Y : 1 Y=–3 to 3
2Y= X : 1 X=–6 to 4
Y : 1 Y=
–3 to 3
3 Y=1/X X : 1 X=–4 to 6
Y : 1 Y=–4 to 2
4 Y=e
x
X : 1 X=–5 to 5
Y : 1 Y=–4 to 2
5 Y=In X X : 1 X=–4 to 6
Y : 1 Y=–3 to 3
6 Y=sinX X : 90 X=–360 to 360
(DEG) Y : 1 Y=–3 to 3
Y=sinX X : 1.57 X=–2π to 2π
(RAD) Y : 1 Y=–3 to 3
Y=sinX X : 100 X=–400 to 400
(GRAD) Y : 1 Y=–3 to 3
7 Y=tanX X : 45 X=–180 to 180
(DEG) Y : 1 Y=–3 to 3
Y=tanX X : 0.785 X=–π to π
(RAD) Y : 1 Y=–3 to 3
Y=tanX X : 50 X=–200 to 200
(GRAD) Y : 1 Y=–3 to 3
8 Y= | X | X : 1 X=–5 to 5
Y : 1 Y=–3 to 3
<Example>
The SHIFT function is explained using the graph for
Y=X
2
.
1. Press
Ï
>. (Touch [A SHIFT] and
[1 Y=X
2
] with the pen.) Sets the shift mode of “Y=X
2
”.
(To select equations numbers 7 and 8 which are not
displayed, touch
with the pen or press >
Å
≥ to scroll up the screen.)
2. Press
1
.
The first screen of the shift function
shown below will appear.
EL-9650-(11)En (229-238) 8/1/00, 9:29 AM230
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