Step & Key Operation | Display | Notes |
(When using | (When using |
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*Use either pen touch or cursor to operate. |
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2-1 Move the graph y = x 2 to the right by 3.
CL
(three times)
ENTER *
ENTER 
ALPHA
Notice that movement of the basic y = x2 graph to the right by 3 units in the direction of the
This demonstrates that movement of the graph to the right means adding an h (>0) in the standard form y = a (x - h) 2 + k and movement to the left means subtracting an h (<0).
2nd F 
SHIFT/CHANGE 
B *
1*
ENTER
ENTER 
ALPHA
Notice that pinching or closing the basic y = x 2 graph is equivalent to increasing an a (>1) within the standard form y = a (x - h) 2 + k and broadening the graph is equivalent to decreasing an
a(<1).
The Shift/Change feature of the
