Modifying A Graph; Modifying A Single Graph (Direct Modify); Modifying Multiple Graphs Simultaneously (Dynamic Modify) - Casio ClassPad II fx-CP400+E User Manual

Graphing calculator
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3. To obtain other roots, press the left or
right cursor key, or tap the left or right
graph controller arrows.
• If there is only one solution, the pointer
does not move when you press the
cursor key or tap the graph controller
arrow.
The following are examples for other G-Solve commands.
0307
To obtain the point of intersection for two graphs
0308
To determine coordinates at a particular point on a graph
0309
To graph the function
0310
To graph the function
0311
To graph the function
x
x
from
= 1 to

3-7 Modifying a Graph

A graph can be modified in real time as you change its parameters and/or variable values. The Graph & Table
application provides you with two methods for modifying a graph - "Direct Modify" and "Dynamic Modify".

Modifying a Single Graph (Direct Modify)

"Direct Modify" changes the parameter in the equation of the original graph. This method can be used when
you are modifying a single graph.
0312
To graph the functions
parameters of each function affects the shape and position of the graphs

Modifying Multiple Graphs Simultaneously (Dynamic Modify)

"Dynamic Modify" changes the values assigned to common parameters of multiple functions. Use Dynamic
Modify when you want to modify multiple graphs at the same time.
u Inputting a Graph Formula for Use with Dynamic Modify
Example: To input the following formula with two common parameters (
y
=
ax
2
bx
1. On the Graph Editor window, tap [Type] - [
2. Perform any one of the operations below.
- Input using built-in functions
(1) Tap a - [Built-In] - [
(2) Edit the function you input (
and then press E.
(3) Tap the line below the function.
(4) Tap a - [Built-In] - [
– 2) and obtain its definite integral in the domain of 1 s
y
x
x
x
=
(
+ 2)(
y
x
3
=
– 1 and determine its inflection point
y
x
2
x
=
– 2 and obtain the volume of a solid of revolution as the line segment
x
= 2 is rotated on the
-axis
y
x
2
x
= 2
+ 3
– 1 and
and
y
=
ax
+
b
y
a
x
b
x
c
=
·
^2+
·
+
] to input
y
ax
2
=
+
y
a
x
b
=
·
+
] to input
y
x
=
+ 1 and
y
x
= 2
+ 1, and then find out how a change in the
y
=Type].
y
ax
2
bx
=
+
+
bx
c
y
+
) to it becomes
and then press E.
y
ax
b
=
+
Chapter 3: Graph & Table Application  115
y
x
=
2
a
b
,
):
c
.
ax
2
bx
=
,
s 2
x

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