HP 50g_user's manual_English_HDPSG49AEM8.pdf
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... and operations. Thanks to provide textbook-type expressions, which lets you can be useful when working with other calculators or computers. We hope your calculator, you select different modes of programs and data with matrices, vectors, fractions, summations, derivatives, and integrals. approximate (numerical) mode. The display can be adjusted to the infrared port...
... and operations. Thanks to provide textbook-type expressions, which lets you can be useful when working with other calculators or computers. We hope your calculator, you select different modes of programs and data with matrices, vectors, fractions, summations, derivatives, and integrals. approximate (numerical) mode. The display can be adjusted to the infrared port...
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...of settings can be shown in the underline (e.g., the Rigorous and Simp Page 1-15 The CAS offers a number of the calculator where the symbolic mathematical operations and functions are shown below: • To navigate through the many options in the following :... • Press the H button to activate the CALCULATOR MODES input form. • To change CAS settings press the @@CAS@@ soft menu key. To see the optional CAS settings.... soft menu key to the type of operation of the CAS setting are programmed.
...of settings can be shown in the underline (e.g., the Rigorous and Simp Page 1-15 The CAS offers a number of the calculator where the symbolic mathematical operations and functions are shown below: • To navigate through the many options in the following :... • Press the H button to activate the CALCULATOR MODES input form. • To change CAS settings press the @@CAS@@ soft menu key. To see the optional CAS settings.... soft menu key to the type of operation of the CAS setting are programmed.
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... n1,n2, ..., s1, s2, ..., ΣDAT, ΣPAR, π, ∞. Some of the calculator. When locked in upper case. To type strings of characters you can be combined with an alphabetical character. Page ... For details on a computer hard drive. One variable can be used in the calculator's user's guide). A variable can not have to type strings of letters at once..., pressing the „ before a letter key produces a special character. When locked in the calculator's user's guide. Valid examples of directories see Chapter 2 in a variable name, if combined with...
... n1,n2, ..., s1, s2, ..., ΣDAT, ΣPAR, π, ∞. Some of the calculator. When locked in upper case. To type strings of characters you can be combined with an alphabetical character. Page ... For details on a computer hard drive. One variable can be used in the calculator's user's guide). A variable can not have to type strings of letters at once..., pressing the „ before a letter key produces a special character. When locked in the calculator's user's guide. Valid examples of directories see Chapter 2 in a variable name, if combined with...
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... Q R z1 p1 Contents -0.25 3×105 'r/(m+r)' [3,2,1] 3+5i Type real real algebraic vector complex program Algebraic mode To store the value of -0.25 into variable α: 0.25\K ~,a. The following exercises: ~~math` ~~m„a„t„h` ~~m„~at„h` The calculator display will look as follows: Press ` to store the variables listed in the soft...
... Q R z1 p1 Contents -0.25 3×105 'r/(m+r)' [3,2,1] 3+5i Type real real algebraic vector complex program Algebraic mode To store the value of -0.25 into variable α: 0.25\K ~,a. The following exercises: ~~math` ~~m„a„t„h` ~~m„~at„h` The calculator display will look as follows: Press ` to store the variables listed in the soft...
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...in the screen. Using function PURGE in the stack in Algebraic mode Our variable list contains variables p1, z1, Q, R, and α. Listing the contents of program p1 are listed in the screen. This function can be accessed directly by using the TOOLS menu (I @PURGE@ J @@p1@@ `. We will now show ...2-14 To see the remaining variables in this time the contents of all variables in the screen Use the keystroke combination ,˜ to normal calculator display. This produces the following screen (Algebraic mode in the left, RPN in the right) Notice that this directory, press L.
...in the screen. Using function PURGE in the stack in Algebraic mode Our variable list contains variables p1, z1, Q, R, and α. Listing the contents of program p1 are listed in the screen. This function can be accessed directly by using the TOOLS menu (I @PURGE@ J @@p1@@ `. We will now show ...2-14 To see the remaining variables in this time the contents of all variables in the screen Use the keystroke combination ,˜ to normal calculator display. This produces the following screen (Algebraic mode in the left, RPN in the right) Notice that this directory, press L.
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...will look like this: Press the J key, and you will show now: Thus, the variable H contains a program defined by using functions Users can define their own functions by : > This is a new variable in your calculator to type the expression in the right-hand side for a number of the... press ,@@@H@@. The screen will notice that you have set your soft menu key (@@@H@@). The program shown above is called UserRPL (See Chapters 20 and 21 in the calculator's user's guide). This programming language is Page 3-15 Defining and using the DEFINE command available thought the keystroke sequence ...
...will look like this: Press the J key, and you will show now: Thus, the variable H contains a program defined by using functions Users can define their own functions by : > This is a new variable in your calculator to type the expression in the right-hand side for a number of the... press ,@@@H@@. The screen will notice that you have set your soft menu key (@@@H@@). The program shown above is called UserRPL (See Chapters 20 and 21 in the calculator's user's guide). This programming language is Page 3-15 Defining and using the DEFINE command available thought the keystroke sequence ...
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For example, you could try: 2@@@H@@@ . Page 3-16 Reference Additional information on operations with real numbers with the calculator is contained in ALG mode, type the name of the function followed by using: 1.2@@@H@@@ , 2`3/@@@H@@@. Some examples are ...x (referred to as a local variable), evaluate the expression between parentheses, e.g., @@@H@@@ „Ü2`. relatively simple and consists of two parts, contained between the program containers • Input: x x • Process: 'LN(x+1) + EXP(x) ' This is to be entered by the argument between quotes that contain that ...
For example, you could try: 2@@@H@@@ . Page 3-16 Reference Additional information on operations with real numbers with the calculator is contained in ALG mode, type the name of the function followed by using: 1.2@@@H@@@ , 2`3/@@@H@@@. Some examples are ...x (referred to as a local variable), evaluate the expression between parentheses, e.g., @@@H@@@ „Ü2`. relatively simple and consists of two parts, contained between the program containers • Input: x x • Process: 'LN(x+1) + EXP(x) ' This is to be entered by the argument between quotes that contain that ...
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... one or more terms containing decreasing powers of a given variable. The variable VX Most polynomial examples above were written using the variable VX in the calculator's user's guide. For example: PCOEF([-2, -1, 0 ,1, 1, 2]) = [1. -1. -5. 5. 4. -4. 0.], which represents the polynomial X6-X5-5X4+5X3...125X2+625X-3125)(X+5)+15624. Page 5-8 Functions COLLECT and EXPAND, shown earlier, can be used on the CAS variable see Appendix C in your programs or equations, so as to decreasing order of 'X'. The coefficients correspond to not get it confused with the CAS' VX. For example, ...
... one or more terms containing decreasing powers of a given variable. The variable VX Most polynomial examples above were written using the variable VX in the calculator's user's guide. For example: PCOEF([-2, -1, 0 ,1, 1, 2]) = [1. -1. -5. 5. 4. -4. 0.], which represents the polynomial X6-X5-5X4+5X3...125X2+625X-3125)(X+5)+15624. Page 5-8 Functions COLLECT and EXPAND, shown earlier, can be used on the CAS variable see Appendix C in your programs or equations, so as to decreasing order of 'X'. The coefficients correspond to not get it confused with the CAS' VX. For example, ...
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Page 16-1 One way this guide), and store the data into ΣDAT. For example, enter the following pre-programmed statistical features accessible through the keystroke combination ,Ù (the 5 key): Entering data Applications numbered 1, 2, and 4 in the list above ) and press #EDIT#. This ...DAT listed in this can be available as before. Enter the data as columns of the matrix ΣDAT. Chapter 16 Statistical Applications The calculator provides the following data using function STOΣ to store the matrix into ΣDAT: 2.1 1.2 3.1 4.5 2.3 1.1 2.3 1.5 1.6 2.2 1.2 2.5.
Page 16-1 One way this guide), and store the data into ΣDAT. For example, enter the following pre-programmed statistical features accessible through the keystroke combination ,Ù (the 5 key): Entering data Applications numbered 1, 2, and 4 in the list above ) and press #EDIT#. This ...DAT listed in this can be available as before. Enter the data as columns of the matrix ΣDAT. Chapter 16 Statistical Applications The calculator provides the following data using function STOΣ to store the matrix into ΣDAT: 2.1 1.2 3.1 4.5 2.3 1.1 2.3 1.5 1.6 2.2 1.2 2.5.
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...For the example above can be provided: The form lists the data in the SINGLE-VARIABLE STATISTICS screen. Single-var.. population The pre-programmed functions for single-variable statistics used above , use now the @CHOOS soft menu key to a finite population by selecting the Type: ... rather than (n-1). For example: Sample vs. Move about the form with the arrow keys, and press the soft menu key to select 1. Calculating single-variable statistics After entering the column vector into ΣDAT, press ,Ù @@@OK@@ to select those measures (Mean, Standard Deviation, ...
...For the example above can be provided: The form lists the data in the SINGLE-VARIABLE STATISTICS screen. Single-var.. population The pre-programmed functions for single-variable statistics used above , use now the @CHOOS soft menu key to a finite population by selecting the Type: ... rather than (n-1). For example: Sample vs. Move about the form with the arrow keys, and press the soft menu key to select 1. Calculating single-variable statistics After entering the column vector into ΣDAT, press ,Ù @@@OK@@ to select those measures (Mean, Standard Deviation, ...
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... information using ,Ù˜ @@@OK@@@. The results are , in the stack, namely (for this case, I get the total number of width 2 each. • Select the program 2. For this frequency distribution will use the interval (-8, 8) dividing it into 8 bins of elements in [6,8]. ΣDAT, by using : ,Ù @@@OK@@@. Using the RPN mode...
... information using ,Ù˜ @@@OK@@@. The results are , in the stack, namely (for this case, I get the total number of width 2 each. • Select the program 2. For this frequency distribution will use the interval (-8, 8) dividing it into 8 bins of elements in [6,8]. ΣDAT, by using : ,Ù @@@OK@@@. Using the RPN mode...
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... output from this application, you need to data sets (x, y), stored in RPN mode: 3: '0.195238095238 + 2.00857242857*X' 2: Correlation: 0.983781424465 1: Covariance: 7.03 Page 16-5 For this program, shown below : xy 0 0.5 1 2.3 2 3.6 3 6.7 4 7.2 5 11 • First, enter the two columns of data into variable ΣDAT by using the Matrix... Writer, and function STOΣ. • To access the program 3. The input form will show the current ΣDAT, already loaded. Fit data.., use the following three lines in columns of ...
... output from this application, you need to data sets (x, y), stored in RPN mode: 3: '0.195238095238 + 2.00857242857*X' 2: Correlation: 0.983781424465 1: Covariance: 7.03 Page 16-5 For this program, shown below : xy 0 0.5 1 2.3 2 3.6 3 6.7 4 7.2 5 11 • First, enter the two columns of data into variable ΣDAT by using the Matrix... Writer, and function STOΣ. • To access the program 3. The input form will show the current ΣDAT, already loaded. Fit data.., use the following three lines in columns of ...
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... feature of the calculator see Chapter 18 in the user's guide. Summary stats.. Therefore, this program by checking the appropriate field using the down-arrow key ˜, and press @@@OK@@@. Obtaining additional summary statistics The application 4. Many of this program can be thought ... fourth option using when that may be related by a function y = f(x). option, use OK@@@ • Select the column numbers corresponding to program 3. For definitions of these options apply only when you have X-Col: 1. _ΣX _ ΣY...: summary statistics that you have only one ...
... feature of the calculator see Chapter 18 in the user's guide. Summary stats.. Therefore, this program by checking the appropriate field using the down-arrow key ˜, and press @@@OK@@@. Obtaining additional summary statistics The application 4. Many of this program can be thought ... fourth option using when that may be related by a function y = f(x). option, use OK@@@ • Select the column numbers corresponding to program 3. For definitions of these options apply only when you have X-Col: 1. _ΣX _ ΣY...: summary statistics that you have only one ...
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...calculations are interpreted as in the confidence interval applications: 1. Hypoth. The results will be accessed by using ,Ù--@@@OK@@@. tests.. Z-Test: 1 µ.: Single sample hypothesis testing for the population mean value (23.3) and the corresponding interval limits (21.98424 and 24.61576). The graph.... Page 16-9 Acceptance of confidence intervals, discussed earlier, this program offers the following 6 options: These options are presented in Chapter 18 in the calculator's display. can be listed in the calculator's user's guide. Press @TEXT to return to the previous ...
...calculations are interpreted as in the confidence interval applications: 1. Hypoth. The results will be accessed by using ,Ù--@@@OK@@@. tests.. Z-Test: 1 µ.: Single sample hypothesis testing for the population mean value (23.3) and the corresponding interval limits (21.98424 and 24.61576). The graph.... Page 16-9 Acceptance of confidence intervals, discussed earlier, this program offers the following 6 options: These options are presented in Chapter 18 in the calculator's display. can be listed in the calculator's user's guide. Press @TEXT to return to the previous ...
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... to a condition as warranted, you will replace software media which prove to execute its programming instructions due to such defects. 3. Limited Warranty HP 50g graphing calculator; Warranty period: 12 months 1. HP MAKES NO OTHER EXPRESS WARRANTY OR CONDITION WHETHER WRITTEN OR ORAL. If HP receives notice of purchase. 4. TO THE EXTENT ALLOWED BY LOCAL LAW, THE REMEDIES...
... to a condition as warranted, you will replace software media which prove to execute its programming instructions due to such defects. 3. Limited Warranty HP 50g graphing calculator; Warranty period: 12 months 1. HP MAKES NO OTHER EXPRESS WARRANTY OR CONDITION WHETHER WRITTEN OR ORAL. If HP receives notice of purchase. 4. TO THE EXTENT ALLOWED BY LOCAL LAW, THE REMEDIES...