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ADVANCED
4
USER’S GUIDE
4
Contents
6
Chapter 4: The Stack 4-1
7
Chapter 8: Number bases 8-1
8
Chapter 11: Memory 11-1
10
Index 1-1
11
Material covered
12
The HP 49G documentation set
13
Chapter 1
14
Entering commands
14
Keyboard entry
14
Subject-specific menus
14
Sub-menus
15
(ENTER)
16
Scrolling through the catalog
17
(ALPHA)
18
(ALPHA)©
18
Typing commands
19
Chapter 2
20
System Flags
20
Displaying system Flags
20
Setting and clearing Flags
21
Method 3
22
Flag commands
23
User Flags
23
Chapter 3
24
Command line operations
24
Activating the command line
24
Positioning the cursor
25
Page 3-3
26
Selecting characters
27
Copy, cut, and paste
27
Editing the command Line
28
Inserting characters
29
Editing complex objects
29
Suspending editing
30
Find and replace
31
Find next
32
OK or (ENTER)
33
Command Line operations
34
Page 3-11
34
Command Line information
35
® (0) for BOLD
36
Chapter 4
38
The Stack
38
Using the stack
38
Example stack calculations
39
Method 1
40
Method 2
40
Multi-command calculations
41
Chapter 5
42
Matrices and linear algebra
42
Matrix Writer operations
42
Method 2: the GOTO command
43
To edit an array
43
Page 5-3
44
Manipulating columns and rows
45
To delete a row
46
Key Description
47
To create an identity matrix
48
Assembling matrices
49
0 (PRG) TYPE ^ARRY
50
Disassembling matrices
51
Inserting rows and columns
52
To swap two rows in an array
53
Characterizing matrices
55
Page 5-15
56
To transpose a matrix
57
To invert a square matrix
57
More matrix arithmetic
58
TransForming complex matrices
59
Linear algebra topics
60
0 (iliCES) EIGENVECTOR EGV
61
FACTORIZATION SVL
61
FACTORIZATION LU
62
FACTORIZATION LO
62
FACTORIZATION OR
62
FACTORIZATION
62
FACTORIZATION SVD
63
Chapter 6
64
Unit objects
64
Unit prefixes
66
Converting units
67
Calculating with units
68
Sample unit calculations
69
Powers. To cube 2ft/s
70
Factoring unit expressions
71
Converting temperature units
72
0 iOirS] TOOLS CONVERT
73
Chapter 7
74
Constants Library
74
02 dielectric constant
75
To view the constants library
76
Page 7-4
77
Constants library
77
Chapter 8
78
Number bases
78
To set the wordsize
79
To enter a binary integer
79
Binary integer arithmetic
80
Using Boolean operators
82
Manipulating bits and bytes
83
Chapter 9
84
Lists and Sequences
84
Creating Lists
84
List Processing
85
3. Press (ENTER)
86
(ME) LIST ADD
86
4. Press (ENTER)
86
To concatenate two lists
87
Page 9-5
88
DOSUB command
89
0 ® LIST PROCEDURES STREAM
89
List Manipulations
90
(00 LIST ELEMENTS PUTÌ
90
(00 LIST ELEMENTS SIZE
90
0 (flGlLIST ELEMENTS POS
91
0 (PEG) LIST
91
0 {® LIST SUB
91
0 ® LIST REEL
91
Sequences
92
0 (MDi) LIST Slist
93
0 O LIST PLIST
93
0 (MTH) LIST Dlist
93
Chapter 10
94
Page 10-2
95
Examples
96
To keep the same scaling:
97
PDM((-6,-6), (6,9))
98
PDM(#105h, #3Fh)
98
Press (N0 CALC
98
Saving and Restoring Plots
99
Advanced plotting options
100
Page 10-7
100
0 O, type VPAR and press
101
Chapter 11
102
How memory is structured
102
Accessing port contents
103
Backup objects
103
Backing up and restoring HOME
104
Using data in backup objects
105
Page 11-5
106
Library objects
107
How the HP 49G manages memory
108
Ins. Mem. Need x bytes
109
Chapter 12
110
Date and time arithmetic
110
Date and time Formats
110
Date and time tools
111
(£ED DATE+
112
Calculating with times
113
(CAT) HMS^
114
System time
115
TOOLS TICKS
116
0 TOOLS TICKS
116
STACK SWAP and continue with
116
Chapter 13
118
Customization
118
Creating menus
118
User mode
119
Assigning user keys
120
To unassign a user key
121
Disabling keys in user mode
121
To enable disabled keys
122
Chapter 14
124
Computer Algebra Commands
124
Page 14-2
125
Arithmetic Integer commands
126
Arithmetic Polynomial
126
Arithmetic Modulo commands
126
Calculus commands
127
Exp and Lin commands
127
Matrix-related commands
127
Symbolic solve commands
127
Trigonometry commands
128
Alphabetical command list
129
AC0S2S(ACOS(2/3)+ACOS(X))
130
ADDTMOD (X-^2 + 3*X+6,9*X+3)
130
X''2-2*X+2
130
I ~x"
131
{{1,0},{0,1}}
132
Page 14-10
133
0{M£) DERIV AND INTEG
134
2 "I T
135
1- 2>’(x) =
136
RKASTH) modulo
137
X + 3x + 2
138
(3&S) LIMITS & SERIES
139
POLYNOMIAL
140
EGCD(X^2+1,X-1)
140
{2,1,-{X+D }
140
EXLR(SIN(X)=5*X+Y)
141
{SIN(X) 5*X+Y]
141
EXPAN((X^2+2*X+1)/(X+1))
142
EXPANDMOD
143
FACTORMOD
144
0(mTh) polynomial
145
R(ARiTH) POLYNOMIAI
146
FXND((X-3)^2/(Z+4))
147
{[l,-A-2] [[1,A][0,1]],
148
GCD(2805,99)
148
HADAMARD
149
R(MTH) POLYNOMIAL
150
HERMITE(4)
150
0@£) DERIV & INTEG
150
RQiMTRICES]
151
+ bv = c
152
IBERNOULLI
153
ICHINREM
154
IDIV2(11632,864)
155
{13,400}
155
ILAP{1/(X-5)^2)
156
X*EXP(5*X)
156
. & integ
157
INTVX (X"'2*LN(X) )
157
INVMOD(2)
157
IREMAINDER
158
ISPRIME?
158
LAGRANGE
159
LAGRANGE {'342
160
LEGENDRE
162
LIMITS&SERIES
163
LINSOLVE
164
LNCOLLECT
165
R (R1ces)operations
166
NEXTPRIME
167
PARTFRAC
168
Q@IH) polynomial
168
PREVPRIME
170
PROPFRAC
171
^(Inr(z))
172
+ X}’ + V
173
] , [X,Y]}
173
REMAINDER
174
RESULTANT
175
RISCH(Y''3-3*Y+2,Y)
176
LINEAR SYSTEMS
176
systems
176
0{M£) LIMITS & SERIES
177
{X+3,X-3}
179
SINCOS(EXP(i*X))
180
COS(X)+iSIN(X)
180
SOLVE(X"3-X-9,X)
180
{X=2.24004098747}
180
Result: {X=2.2400}
181
SYLVESTER
182
TABVAL(X^2+l,{1 2 3})
183
{{1 2 3},{2 5 10} }
183
TCHEBYCHEFF
185
TCOLLECT
185
TEXPAND (LN( SIN (X-FY) ) )
186
TLIN(COS(X)"4)
186
H (MATRICES) OPERATIONS
187
(LN(X+i))
187
(sinx) +(cosx) = 1
188
Page 14-66
189
VANDERMONDE
190
XNUM{ {TC/2,3*e, 4*C0S (2} )
191
1.66458734619}
191
XQ(.3658)
191
1829/5000
191
Page 14-69
192
Page 1-1
194
Page 1-2
195
Page 1-3
196
Page 1-4
197
HEWLETT'
199
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