HP 50g User Manual Page 162
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- Table of contents
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Page 16-7
•Press @@@OK@@@ to obtain the following results:
Confidence intervals
The application 6. Conf Interval can be accessed by using
‚Ù—@@@OK@@@. The application offers the following options:
These options are to be interpreted as follows:
1. Z-INT: 1 µ.: Single sample confidence interval for the population mean,
µ, with known population variance, or for large samples with unknown
population variance.
2. Z-INT: µ1−µ2.: Confidence interval for the difference of the population
means, µ
1
- µ
2
, with either known population variances, or for large
samples with unknown population variances.
3. Z-INT: 1 p.: Single sample confidence interval for the proportion, p, for
large samples with unknown population variance.
SG49A.book Page 7 Friday, September 16, 2005 1:31 PM
- HP 50g graphing calculator 1
- Printing History 2
- 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
- Chapter 18 - Using SD cards 11
- Chapter 19 - Equation Library 11
- Chapter 1 12
- Getting started 12
- Basic Operations 12
- Page 1-2 13
- The TOOL menu 14
- Setting time and date 15
- Page 1-5 16
- Selecting calculator modes 17
- Operating Mode 18
- Page 1-8 19
- Page 1-9 20
- Standard format 21
- Fixed format with decimals 21
- Scientific format 22
- Engineering format 23
- Page 1-13 24
- Angle Measure 25
- Coordinate System 25
- Selecting CAS settings 26
- Explanation of CAS settings 27
- Selecting Display modes 28
- Selecting the display font 29
- Page 1-19 30
- Chapter 2 32
- Introducing the calculator 32
- Calculator objects 32
- Page 2-2 33
- Page 2-3 34
- Page 2-4 35
- Page 2-5 36
- Page 2-6 37
- Page 2-7 38
- The HOME directory 39
- Variables 40
- Creating variables 41
- RPN mode 42
- Page 2-12 43
- Checking variables contents 44
- Deleting variables 45
- Page 2-15 46
- UNDO and CMD functions 47
- CHOOSE boxes vs. Soft MENU 47
- Page 2-17 48
- Chapter 3 50
- Page 3-2 51
- Page 3-3 52
- √, ^, XROOT, LOG 53
- Using calculator menus 54
- Page 3-6 55
- Operations with units 56
- Page 3-8 57
- Available units 58
- Attaching units to numbers 58
- Unit prefixes 59
- Unit conversions 61
- Page 3-13 62
- Page 3-14 63
- Defining and using functions 64
- Chapter 4 66
- Definitions 66
- Entering complex numbers 67
- ∠θ). The angle 68
- The CMPLX menus 69
- Page 4-5 70
- CMPLX menu in keyboard 71
- Chapter 5 74
- Entering algebraic objects 74
- Page 5-2 75
- Functions in the ALG menu 76
- Page 5-4 77
- Page 5-5 78
- Page 5-6 79
- Page 5-7 80
- Polynomials 81
- Fractions 82
- The SIMP2 function 83
- The PROPFRAC function 83
- The PARTFRAC function 83
- The FCOEF function 83
- Page 5-11 84
- Chapter 6 86
- Solution to equations 86
- Function SOLVE 87
- Page 6-3 88
- Function SOLVEVX 89
- Function ZEROS 89
- Numerical solver menu 90
- Polynomial Equations 91
- Page 6-7 92
- Financial calculations 93
- Function STEQ 94
- Page 6-10 95
- Chapter 7 98
- Operations with lists 98
- Creating and storing lists 98
- Page 7-2 99
- Page 7-3 100
- Lists of complex numbers 101
- Lists of algebraic objects 102
- The MTH/LIST menu 102
- ∆LIST operation from the 103
- Reference 104
- The SEQ function 104
- The MAP function 104
- Chapter 8 106
- Entering vectors 106
- [1, 2], u 107
- [-3, 2, -2], v 107
- [3,-1], v 107
- [1, -5, 2] 107
- Page 8-3 108
- Page 8-4 109
- Changing sign 110
- Addition, subtraction 110
- The MTH/VECTOR menu 111
- Magnitude 112
- Dot product 112
- Cross product 112
- Chapter 9 114
- Matrices and linear algebra 114
- Page 9-2 115
- Operations with matrices 116
- Multiplication by a scalar 117
- .,,2,1;,,2,1 118
- Term-by-term multiplication 119
- The identity matrix 120
- The inverse matrix 120
- Page 9-8 121
- Solution of linear systems 122
- Page 9-10 123
- Page 9-11 124
- References 125
- Chapter 10 126
- Graphics 126
- Page 10-2 127
- Page 10-3 128
- Page 10-4 129
- Fast 3D plots 130
- Page 10-6 131
- Chapter 11 134
- Calculus Applications 134
- The CALC (Calculus) menu 134
- Limits and derivatives 134
- )(lim xf 135
- Functions DERIV and DERVX 136
- CxFdxxf += 136
- Definite integrals 137
- Infinite series 138
- Chapter 12 140
- Partial derivatives 140
- Multiple integrals 141
- [] [] [] [] 142
- Divergence 143
- Chapter 14 144
- Differential Equations 144
- The CALC/DIFF menu 144
- Page 14-2 145
- Function DESOLVE 146
- The variable ODETYPE 146
- Exact expressions 146
- Laplace Transforms 147
- Fourier series 148
- Page 14-6 149
- Chapter 15 152
- Probability Distributions 152
- Random numbers 153
- The MTH/PROB menu - part 2 154
- Chapter 16 156
- Statistical Applications 156
- Entering data 156
- Sample vs. population 157
- Page 16-3 158
- @@@OK@@@ 159
- Page 16-5 160
- Page 16-6 161
- Confidence intervals 162
- @@@OK@@@. Enter the 163
- ˜. Press @@@OK@@@ when 163
- Hypothesis testing 164
- @@@OK@@@: 165
- @@@OK@@@. The result is: 165
- Chapter 17 168
- Numbers in Different Bases 168
- The BASE menu 168
- Writing non-decimal numbers 169
- Chapter 18 170
- Using SD cards 170
- Formatting an SD card 170
- Page 18-2 171
- Page 18-3 172
- Page 18-4 173
- Chapter 19 174
- Equation Library 174
- Page 19-3 176
- Limited Warranty 178
- Page W-2 179
- Country : 180
- Telephone numbers 180
- Page W-4 181
- Regulatory information 182
- xxxx* 183
- Japanese Notice 184
- Korean Notice 184
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