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HP 48gx User Manual
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7
Calculus,
Statistics
and
Advanced
Mathematics
This
chapter
shows
you
a
few
examples
of
the
high-powered
mathematics
of
which
the
HP
48
is
capable.
The
examples
you’ll
explore
are:
>
>
>
Finding
symbolic
derivatives.
Finding
symbolic
integrals.
Entering
and
summarizing
data.
Performing
a
regression
analysis
on
a
set
of
data.
Solving
the
initial-value
problem
for
a
first-order
differential
equation.
Plotting
a
phase
plane
for
a
differential
equation.
Finding
the
eigenvalues
of
a
matrix.
Calculus,
Statistics
and
Advanced
Mathematics
7-1
86
88
Table of Contents
Table of Contents
7
Start here
11
About the Quick Start Guide
12
Lesson 1: Getting Ready
13
Turning the HP 48 on and off Cee
13
Adjusting the Display Contrast
13
Preparing the Built-In Examples
13
Setting the Time and Date
14
Setting the Beeper, Clock, and Fraction Mark Coe
14
Introducing the HP 48
15
Lesson 2: Mathematical Objects and the HP 48
16
Editing an Object in the Command Line
19
Removing Objects from the Stack
20
Lesson 3: Entering Characters
21
The (A) Keyboard
21
Special Characters
22
Lesson 4: Using Menus
23
The (NXT) Key
23
Lesson 5: a Brief Tour of the HP 48 Cee
24
Entry Environments
24
Application Environments
26
Utility Environments
28
Arithmetic
31
Lesson 6: Doing Arithmetic
32
Stack Method
32
Algebraic Method
34
Using the Equationwriter
35
Lesson 7: Finding and Using more Math Functions Oo
37
Lesson 8: Arithmetic with Fractions
38
Lesson 9: Arithmetic with Symbols
39
Lesson 10: Arithmetic with Complex Numbers
40
Understanding and Using Memory
47
Solving Equations
57
Plotting Equations and Analyzing Graphs
69
Calculus, Statistics and Advanced Mathematics
87
Special Features
101
Lesson 3B: Transferring Objects Via Infrared
102
Lesson 36: Using an Equation Set from the Equation Library
103
Lesson 37: Adding and Using Libraries
107
If Things Go Wrong
109
Lesson 38: Error Messages
109
Lesson 39: Troubleshooting
110
Hewlett 2) Packard
115
4
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HP 48gx Specifications
General
Brand
HP
Model
48gx
Category
Calculator
Language
English
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