HP 48gII Instrukcja Użytkownika Strona 125
- Strona / 175
- Spis treści
- BOOKMARKI
Oceniono. / 5. Na podstawie oceny klientów
Page 9-8
This system of linear equations can be written as a matrix equation, A
n
×
m
⋅
x
m
×
1
= b
n
×
1
, if we define the following matrix and vectors:
mn
nmnn
m
m
aaa
aaa
aaa
A
×
=
L
MOMM
L
L
21
22221
11211
,
1
2
1
×
=
m
m
x
x
x
x
M
,
1
2
1
×
=
n
n
b
b
b
b
M
Using the numerical solver for linear systems
There are many ways to solve a system of linear equations with the calculator.
One possibility is through the numerical solver
‚Ï
. From the numerical
solver screen, shown below (left), select the option 4. Solve lin sys.., and
press @@@OK@@@. The following input form will be provide (right):
To solve the linear system A⋅x = b, enter the matrix A, in the format [[ a
11
,
a
12,
… ], … [….]] in the A: field. Also, enter the vector b in the B: field.
When the X: field is highlighted, press @SOLVE. If a solution is available, the
solution vector x will be shown in the X: field. The solution is also copied to
stack level 1. Some examples follow.
The system of linear equations
2x
1
+ 3x
2
–5x
3
= 13,
x
1
– 3x
2
+ 8x
3
= -13,
2x
1
– 2x
2
+ 4x
3
= -6,
can be written as the matrix equation A⋅x = b, if
- Preface 3
- Table of Contents 4
- Page TOC-2 5
- Page TOC-3 6
- Page TOC-4 7
- Chapter 8 – Vectors 8
- Chapter 10 – Graphics 9
- Page TOC-7 10
- Warranty – W-1 11
- Chapter 1 12
- Getting started 12
- Page 1-2 13
- The TOOL menu 14
- Setting time and date 15
- Page 1-5 16
- Selecting calculator modes 17
- Page 1-7 18
- Page 1-8 19
- Page 1-9 20
- Page 1-10 21
- Page 1-11 22
- Page 1-12 23
- Page 1-13 24
- Angle Measure 25
- Coordinate System 26
- Selecting CAS settings 27
- Selecting Display modes 28
- Selecting the display font 29
- Page 1-19 30
- Page 1-20 31
- Page 1-22 33
- Chapter 2 34
- Introducing the calculator 34
- Page 2-2 35
- Page 2-3 36
- Page 2-5 38
- Page 2-6 39
- The HOME directory 42
- Subdirectories 42
- Variables 43
- Creating variables 44
- Page 2-12 45
- RPN mode 46
- Checking variables contents 47
- Page 2-15 48
- Deleting variables 49
- UNDO and CMD functions 50
- CHOOSE boxes vs. Soft MENU 50
- Page 2-18 51
- Page 2-19 52
- Chapter 3 54
- Page 3-2 55
- Page 3-3 56
- Page 3-4 57
- Page 3-5 58
- Page 3-6 59
- Page 3-7 60
- Operations with units 61
- Page 3-9 62
- Available units 63
- Attaching units to numbers 64
- Page 3-13 66
- Unit conversions 67
- Page 3-15 68
- Defining and using functions 69
- Page 3-17 70
- Chapter 4 72
- Entering complex numbers 73
- Page 4-3 74
- The CMPLX menus 75
- CMPLX menu in the keyboard 76
- Page 4-6 77
- Chapter 5 79
- Page 5-2 80
- Page 5-3 81
- Functions in the ALG menu 82
- Page 5-5 83
- Page 5-6 84
- Page 5-7 85
- Polynomials 86
- Page 5-9 87
- Fractions 88
- The PROPFRAC function 89
- The PARTFRAC function 89
- The FCOEF function 89
- The FROOTS function 90
- Chapter 6 92
- Solution to equations 92
- Function SOLVE 93
- Page 6-3 94
- Function SOLVEVX 95
- Function ZEROS 95
- Numerical solver menu 96
- Polynomial Equations 97
- Page 6-7 98
- Page 6-8 99
- (X-1)*(X-3)*(X+2)*(X-1) 100
- 1. Solve equation.. solve 100
- Page 6-10 101
- Page 6-11 102
- Reference 103
- Chapter 7 104
- Operations with lists 104
- Page 7-2 105
- Functions applied to lists 106
- Lists of complex numbers 107
- Lists of algebraic objects 107
- The MTH/LIST menu 107
- Page 7-5 108
- The SEQ function 109
- The MAP function 109
- Chapter 8 110
- Page 8-2 111
- Page 8-4 113
- @→STK@@ 113
- Changing sign 114
- Absolute value function 115
- The MTH/VECTOR menu 116
- Chapter 9 118
- Textbook 119
- Operations with matrices 120
- Multiplication 121
- .,,2,1;,,2,1 122
- Page 9-6 123
- Solution of linear systems 124
- Page 9-8 125
- References 127
- Function 128
- Page 10-2 129
- Page 10-3 130
- Page 10-4 131
- FUNCTION, press the 131
- Fast 3D plots 132
- Page 10-6 133
- Step Indep: 20 Depnd: 16 134
- Chapter 11 136
- Calculus Applications 136
- )(lim xf 137
- CxFdxxf += 138
- Definite integrals 139
- Infinite series 140
- Chapter 12 143
- Multiple integrals 144
- [] [] [] [] 145
- Divergence 146
- Chapter 14 147
- Differential Equations 147
- Function LDEC 148
- .)3/exp()3/exp(5)( 149
- Cdxxxxy +⋅⋅−⋅= 149
- 1st order linear 150
- Exact expressions, ‘y(0) 150
- Laplace Transforms 151
- Fourier series 152
- Page 14-7 153
- Chapter 15 155
- Probability Distributions 155
- Random numbers 156
- The MTH/PROB menu - part 2 157
- Chapter 16 159
- Statistical Applications 159
- Type: Population 160
- SINGLE-VARIABLE STATISTICS 160
- Page 16-4 162
- 2. Frequencies.. by using 162
- 3. Fit data 162
- Page 16-5 163
- Confidence intervals 165
- Page 16-8 166
- Hypothesis testing 167
- Page 16-10 168
- Chapter 17 170
- Numbers in Different Bases 170
- Warranty 172
- Service 173
- Page W-3 174
- Regulatory information 175
Powiązane produkty i podręczniki dla Oprogramowanie HP 48gII
Oprogramowanie HP B6191-90029 Instrukcja Użytkownika
(140 strony)
(140 strony)
Oprogramowanie HP 250m Biała Księga
(95 strony)
(95 strony)
Oprogramowanie HP XP20000 Instrukcja Użytkownika
(170 strony)
(170 strony)
Oprogramowanie HP sa3110 Przewodnik Szybki Start
(46 strony)
(46 strony)
Oprogramowanie HP 2TB Instrukcja Użytkownika
(84 strony)
(84 strony)
Oprogramowanie HP SVS200 Instrukcja Użytkownika
(219 strony)
(219 strony)
Oprogramowanie HP 11i Instrukcja Użytkownika
(557 strony)
(557 strony)
Oprogramowanie HP IA-64 Instrukcja Użytkownika
(110 strony)
(110 strony)
Oprogramowanie HP 3PAR Instrukcja Użytkownika
(475 strony)
(475 strony)
Oprogramowanie HP 4GB Instrukcja Użytkownika
(292 strony)
(292 strony)
Oprogramowanie HP X9320 Podręcznik Użytkownika
(198 strony)
(198 strony)
Oprogramowanie HP XP20000 Instrukcja Użytkownika
(122 strony)
(122 strony)
Oprogramowanie HP B6191-90028 Instrukcja Użytkownika
(115 strony)
(115 strony)
© 2020, manymanuals.pl. Wszelkie prawa zastrzeżone. | 0.067 s |
Manymanuals.com
Manymanuals.de
Manymanuals.fr
Manymanuals.it
Manymanuals.pl
Manymanuals.cz
Manymanuals.es
Manymanuals-pt.com
Komentarze do niniejszej Instrukcji