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12-5 Including ClassPad Functions in Programs
This section provides actual examples that use graph drawing, statistical calculations and other ClassPad
functions.
Including Graphing Functions in a Program
y
1201
To register
> sin(
graph for the two expressions. On the resulting graph, only areas where the conditions of all of the
graphed inequalities are satisfied will be filled in.
x
1202
To graph (
– A)
when the program is run.
Including Table & Graph Functions in a Program
y
1203
To register
= 3
start value: 0, end value: 6, step value: 1. Next, use the number table to display a connect type graph.
Including Recursion Table and Recursion Graph Functions in a Program
1204
To register the recursion formula
and then generate a number table based on the following:
number table to display a connect type graph.
Including Statistical Graphing and Calculation Functions in a Program
1205
To input {0.5,1.2,2.4,4,5.2} for list1 and {–2.1,0.3,1.5,2,2.4} for list2, and then plot a scatter plot
1206
To graph the logarithmic regression of the list1 and list2 data in Example
1207
To graph the sinusoidal regression of the list1 and list2 data in Example
1208
To plot the scatter plot of the list1 and list2 data in Example
calculate logarithmic regression and then display the calculation results and regression graph on the
same screen.
1209
To execute the One-Way ANOVA test program in Example
1210
To execute the Two-Way ANOVA test program in Example
≠ 0,
1211
To specify
Z
Test
Including Financial Calculation Functions in a Program
1212
To calculate the number of days from July 4, 1976 to another specified date. Calculate based on a 365-
day year.
1213
To execute the bond calculation program in Example
x
y
) as Graph Editor
2
2
y
2
2
/3
+ (
– B)
/4
. Make A and B the parameter variables and specify A=1 and B=2
x
2
– 2 as Graph Editor
a
= –3 ×
n+1
n
(sample size) = 48, o (sample mean) = 24.5 data and perform a 1-Sample
= 3 for
y
x
1, and
< –
/12 as Graph Editor
y
1 and then generate a number table based on the following:
+ 2 ×
a
2
a
a
,
= 0.01 on the Sequence Editor window
n
n
0
n
start value: 1, end value: 6. Next, use the
1205
0706
0707
1108
(page 189)
y
2 and then draw the inequality
1205
1205
. Next, use the list1 and list2 data to
(page 148)
(page 149)
Chapter 12: Program Application 225
x
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