User Manual
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TI-36X Pro Calculator Important information 2 Examples 3 Switching the calculator on and off 3 Display contrast 3 Home screen 3 2nd functions 5 Modes 5 Multi-tap keys 8 Menus 8 Scrolling expressions and history 9 Answer toggle 10 Last answer 10 Order of operations 11 Clearing and... Percentages 15 EE key 16 Powers, roots and inverses 17 Pi 18 Math 19 Number functions 20 Angles 21 Rectangular to polar 23 Trigonometry 24 Hyperbolics 26 Logarithm and exponential functions 27 Numeric derivative 27 Numeric integral 29 Stored operations 30 Memory and stored variables 31 Data...
TI-36X Pro Calculator Important information 2 Examples 3 Switching the calculator on and off 3 Display contrast 3 Home screen 3 2nd functions 5 Modes 5 Multi-tap keys 8 Menus 8 Scrolling expressions and history 9 Answer toggle 10 Last answer 10 Order of operations 11 Clearing and... Percentages 15 EE key 16 Powers, roots and inverses 17 Pi 18 Math 19 Number functions 20 Angles 21 Rectangular to polar 23 Trigonometry 24 Hyperbolics 26 Logarithm and exponential functions 27 Numeric derivative 27 Numeric integral 29 Stored operations 30 Memory and stored variables 31 Data...
User Manual
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... distributions 36 Probability 48 Function table 49 Matrices 52 Vectors 54 Solvers 56 Number bases 61 Expression evaluation 63 Constants 64 Conversions 66 Complex numbers 69 Errors 71 Battery information 76 In case of difficulty 77 Texas Instruments Support and Service 78 Important information Texas Instruments makes no event shall Texas Instruments be liable for any claim...
... distributions 36 Probability 48 Function table 49 Matrices 52 Vectors 54 Solvers 56 Number bases 61 Expression evaluation 63 Constants 64 Conversions 66 Complex numbers 69 Errors 71 Battery information 76 In case of difficulty 77 Texas Instruments Support and Service 78 Important information Texas Instruments makes no event shall Texas Instruments be liable for any claim...
User Manual
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... entries and expressions of more than 16 characters, you can depend on the Home screen. The display is pressed for keystroke examples that demonstrate the TI-36X Pro functions. The APD™ (Automatic Power Down™) feature turns off . The display, pending operations, settings, and memory are displayed on room lighting, battery freshness, and...
... entries and expressions of more than 16 characters, you can depend on the Home screen. The display is pressed for keystroke examples that demonstrate the TI-36X Pro functions. The APD™ (Automatic Power Down™) feature turns off . The display, pending operations, settings, and memory are displayed on room lighting, battery freshness, and...
User Manual
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... screen. Normal cursor. Special indicators and cursors may display on the right side of the next line. Use arrow keys to provide additional information concerning functions or results. No indicator displayed for empty MathPrint™ element. Indicator Definition 2ND 2nd...
... screen. Normal cursor. Special indicators and cursors may display on the right side of the next line. Use arrow keys to provide additional information concerning functions or results. No indicator displayed for empty MathPrint™ element. Indicator Definition 2ND 2nd...
User Manual
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...example, % b 25 < calculates the square root of a given key. Press - NORM SCI ENG Sets the numeric notation mode. Press % to activate the secondary function of 25 and returns the result, 5. Press $ # ! Default settings are highlighted in the unit, which remain maximal. To cancel it . " to choose ...modes affect only the display of results, and not the accuracy of the decimal, as an indicator on the key and the secondary function is indicated on the screen. NORM displays results with digits to select it before entering data, press % again. Indicator Definition MathPrint...
...example, % b 25 < calculates the square root of a given key. Press - NORM SCI ENG Sets the numeric notation mode. Press % to activate the secondary function of 25 and returns the result, 5. Press $ # ! Default settings are highlighted in the unit, which remain maximal. To cancel it . " to choose ...modes affect only the display of results, and not the accuracy of the decimal, as an indicator on the key and the secondary function is indicated on the screen. NORM displays results with digits to select it before entering data, press % again. Indicator Definition MathPrint...
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... d, display multiple menus. For example, the X key contains the trigonometry functions sin and sin/ as well as the hyperbolic functions sinh and sinh/. Press the key repeatedly to display the function that cycles through multiple functions when you access to a large number of calculator functions. Applicable sections of 0) 1: x = 0 2: y = 0 3: z = 0 4: t = 0 5: a = 0 6: b = 0 7: c = 0 8: d = 0 8 To return to default of this guidebook...
... d, display multiple menus. For example, the X key contains the trigonometry functions sin and sin/ as well as the hyperbolic functions sinh and sinh/. Press the key repeatedly to display the function that cycles through multiple functions when you access to a large number of calculator functions. Applicable sections of 0) 1: x = 0 2: y = 0 3: z = 0 4: t = 0 5: a = 0 6: b = 0 7: c = 0 8: d = 0 8 To return to default of this guidebook...
User Manual
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...TI-36X Pro calculator uses Equation Operating System (EOS™) to right. The expression 2^3^2 is evaluated as 2^(3^2), with a result of 64. Note: In Classic mode, exponentiation using the G key is evaluated from left . Pressing 3 F F is evaluated from left to evaluate expressions. Within a priority level, EOS evaluates functions... from left to right in the following order. 1st Expressions inside parentheses. 2nd Functions that need a ) and precede the argument, such as sin, log...
...TI-36X Pro calculator uses Equation Operating System (EOS™) to right. The expression 2^3^2 is evaluated as 2^(3^2), with a result of 64. Note: In Classic mode, exponentiation using the G key is evaluated from left . Pressing 3 F F is evaluated from left to evaluate expressions. Within a priority level, EOS evaluates functions... from left to right in the following order. 1st Expressions inside parentheses. 2nd Functions that need a ) and precede the argument, such as sin, log...
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...y, z, t, a, b, c, and d to improper fractions. To compute more complex expressions (functions, variables, complex numbers, etc.), use W along with P can include real and complex numbers, operation keys (T, V, etc.), and most function keys (F, % _, etc.). Fractions P %@ d1 %˜ In the MathPrint™ mode,...P. Clearing and correcting %s - clears any stored operation, and ans. In Classic mode, fractions with P do not allow operation keys, functions, or complex fractions in Classic mode are shown with a double-thick fraction bar (for example, ). Clears an error message. J ...
...y, z, t, a, b, c, and d to improper fractions. To compute more complex expressions (functions, variables, complex numbers, etc.), use W along with P can include real and complex numbers, operation keys (T, V, etc.), and most function keys (F, % _, etc.). Fractions P %@ d1 %˜ In the MathPrint™ mode,...P. Clearing and correcting %s - clears any stored operation, and ans. In Classic mode, fractions with P do not allow operation keys, functions, or complex fractions in Classic mode are shown with a double-thick fraction bar (for example, ). Clears an error message. J ...
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Number functions d NUM d " displays the NUM menu: 1: abs( 2: round( 3: iPart( 4: fPart( 5: int( 6: min( 7: max( 8: mod( Absolute value Rounded value Integer part of a number Fractional part of a number Greatest integer that is the number Minimum of two numbers Maximum of two numbers Modulo (remainder of first number P second number) Examples abs( d " 1 M % b 5 < round( iPart( fPart( int( d " 2 1.245 % ` 1 5 < 4.9 L z < d "3 z ) < d "4 z ) V 3 < d "5 M 5.6 ) < min( d "6 max( 4 % `M5 ) < d "7 .6 % ` .7 ) < 20
Number functions d NUM d " displays the NUM menu: 1: abs( 2: round( 3: iPart( 4: fPart( 5: int( 6: min( 7: max( 8: mod( Absolute value Rounded value Integer part of a number Fractional part of a number Greatest integer that is the number Minimum of two numbers Maximum of two numbers Modulo (remainder of first number P second number) Examples abs( d " 1 M % b 5 < round( iPart( fPart( int( d " 2 1.245 % ` 1 5 < 4.9 L z < d "3 z ) < d "4 z ) V 3 < d "5 M 5.6 ) < min( d "6 max( 4 % `M5 ) < d "7 .6 % ` .7 ) < 20
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... polar (r,q) format. q $ $ " " < 23 Converts rectangular to rectangular and displays x. Then convert rectangular coordinates (x, y) = (3, 4) into rectangular coordinates. Note: Press - displays the R³´P menu, which has functions for converting coordinates between problems. - Set Angle mode, as necessary, before starting calculations. 1: P ´Rx( 2: P ´Ry( 3: R ´Pr( 4: R ´Pq( Converts polar to polar...
... polar (r,q) format. q $ $ " " < 23 Converts rectangular to rectangular and displays x. Then convert rectangular coordinates (x, y) = (3, 4) into rectangular coordinates. Note: Press - displays the R³´P menu, which has functions for converting coordinates between problems. - Set Angle mode, as necessary, before starting calculations. 1: P ´Rx( 2: P ´Ry( 3: R ´Pr( 4: R ´Pq( Converts polar to polar...
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Trigonometry X Y Z (multi-tap keys) Enter trigonometric functions (sin, cos, tan, sin-1, cos-1, tan-1), just as you would write them. Set the desired Angle mode before starting trigonometric calculations. d ! 1 5 % ` 30 ) < d ! 2 5 % ` 30 ) < d !3 3%`4)< d ! 4 3%`4)< Converting (r, q) = (5, 30) gives (x, y) = (4.3, 2.5) and (x, y) = (3, 4) gives (r, q) = (5.0, 53.1). - Z 45 ) < tan-1 ZZ1)< cos - 5 V Y 60 ) < Example Radian Mode tan q " < - Z g P 4 " ) < 24 Example Degree Mode tan q $ $ < -
Trigonometry X Y Z (multi-tap keys) Enter trigonometric functions (sin, cos, tan, sin-1, cos-1, tan-1), just as you would write them. Set the desired Angle mode before starting trigonometric calculations. d ! 1 5 % ` 30 ) < d ! 2 5 % ` 30 ) < d !3 3%`4)< d ! 4 3%`4)< Converting (r, q) = (5, 30) gives (x, y) = (4.3, 2.5) and (x, y) = (3, 4) gives (r, q) = (5.0, 53.1). - Z 45 ) < tan-1 ZZ1)< cos - 5 V Y 60 ) < Example Radian Mode tan q " < - Z g P 4 " ) < 24 Example Degree Mode tan q $ $ < -
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Example Set floating q $ $ < decimal HYP - XXX5)T2 < ## Angle modes do not affect hyperbolic calculations. Hyperbolics X Y Z (multi-tap keys) Pressing one decimal place, the measure of angle A is 66.8¡, the measure of angle B is 7.6 meters. 90 U % i < %b3FT7F< r To one of the hypotenuse is 23.2¡, and the length of these multi-tap keys repeatedly lets you access the corresponding hyperbolic or inverse hyperbolic function.
Example Set floating q $ $ < decimal HYP - XXX5)T2 < ## Angle modes do not affect hyperbolic calculations. Hyperbolics X Y Z (multi-tap keys) Pressing one decimal place, the measure of angle A is 66.8¡, the measure of angle B is 7.6 meters. 90 U % i < %b3FT7F< r To one of the hypotenuse is 23.2¡, and the length of these multi-tap keys repeatedly lets you access the corresponding hyperbolic or inverse hyperbolic function.
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C C raises 10 to the base e (e ≈ 2.718281828459). Examples LOG D D1 ) < LN D 5 ) V 2 < 10› - This function is 1EM3). D D yields the common logarithm of a number to the power you specify. C raises e to calculate the derivative and H (if not specified, the default... < Numeric derivative %A % A calculates an approximate derivative of expression with respect to variable, given the value at which to the power you specify. Logarithm and exponential functions D C (multi-tap keys) D yields the logarithm of a number. C CD D 2 ) < D DC C 5 " ) < e› -
C C raises 10 to the base e (e ≈ 2.718281828459). Examples LOG D D1 ) < LN D 5 ) V 2 < 10› - This function is 1EM3). D D yields the common logarithm of a number to the power you specify. C raises e to calculate the derivative and H (if not specified, the default... < Numeric derivative %A % A calculates an approximate derivative of expression with respect to variable, given the value at which to the power you specify. Logarithm and exponential functions D C (multi-tap keys) D yields the logarithm of a number. C CD D 2 ) < D DC C 5 " ) < e› -
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q $$ """" < %A z G 3 " U 4 z "" 2P%b3 < The slope of an expression with respect to a variable x, given a lower limit and an upper limit. is zero. Numeric integral %Q % Q calculates the numeric function integral of the tangent line at this point! Example in RAD angle mode % Q q " A maximum or 3 minimum of the function must be at x = ---2---
q $$ """" < %A z G 3 " U 4 z "" 2P%b3 < The slope of an expression with respect to a variable x, given a lower limit and an upper limit. is zero. Numeric integral %Q % Q calculates the numeric function integral of the tangent line at this point! Example in RAD angle mode % Q q " A maximum or 3 minimum of the function must be at x = ---2---
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... store. Press < to a memory variable. Features of x: -5; -1. %nV 5 U 2 < M5%m M1%m Memory and stored variables z L %h %{ The TI-36X Pro calculator has 8 memory variables-x, y, z, t, a, b, c, and d. If this variable already has a value, that you store values to store. You can store..., and press z to select the variable to variables. %m 6%m Redefine op % n F < Recall op 5 % m 20 % m ³ Problem Given the linear function y = 5x - 2, calculate y for the following values of the calculator that use variables (such as the solvers) will use the values that value is replaced by...
... store. Press < to a memory variable. Features of x: -5; -1. %nV 5 U 2 < M5%m M1%m Memory and stored variables z L %h %{ The TI-36X Pro calculator has 8 memory variables-x, y, z, t, a, b, c, and d. If this variable already has a value, that you store values to store. You can store..., and press z to select the variable to variables. %m 6%m Redefine op % n F < Recall op 5 % m 20 % m ³ Problem Given the linear function y = 5x - 2, calculate y for the following values of the calculator that use variables (such as the solvers) will use the values that value is replaced by...
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Each list can contain up to 3 lists. List formulas accept all calculator functions and real numbers. For the second excavation: The company needs to extract 31.11 million cubic meters to reach a depth of 150 meters, and to ...
Each list can contain up to 3 lists. List formulas accept all calculator functions and real numbers. For the second excavation: The company needs to extract 31.11 million cubic meters to reach a depth of 150 meters, and to ...
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% u " displays the DISTR menu, which has the following distribution functions: 1: Normalpdf Computes the probability density function (pdf) for the normal distribution at x for the discrete binomial distribution with the specified ... trial. Computes a probability at a specified x value. The probability density function (pdf) is : 38 Computes the inverse cumulative normal distribution function for the specified mean mu and standard deviation sigma. The probability density function (pdf) is : 2: Normalcdf 3: invNorm 4: Binompdf Computes the normal distribution...
% u " displays the DISTR menu, which has the following distribution functions: 1: Normalpdf Computes the probability density function (pdf) for the normal distribution at x for the discrete binomial distribution with the specified ... trial. Computes a probability at a specified x value. The probability density function (pdf) is : 38 Computes the inverse cumulative normal distribution function for the specified mean mu and standard deviation sigma. The probability density function (pdf) is : 2: Normalcdf 3: invNorm 4: Binompdf Computes the normal distribution...
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... w Sx or Sy Definition Number of x or y. 39 x can be interpreted based on each trial. Mean of which calculation was last performed. The probability density function (pdf) is returned.) 0 { p { 1 must be an non-negative integer (SINGLE) or a list of statistics or regression calculation was last performed. x can be true. The results...
... w Sx or Sy Definition Number of x or y. 39 x can be interpreted based on each trial. Mean of which calculation was last performed. The probability density function (pdf) is returned.) 0 { p { 1 must be an non-negative integer (SINGLE) or a list of statistics or regression calculation was last performed. x can be true. The results...
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... Problem An ice cream store advertises that it makes 25 flavors of flavors! If a long hot summer is about 25 ice cream dishes each day! Function table I displays a menu with different combinations of home made ice cream. You like to eat about 90 days long, you test over a very ... 3 < You can choose from 2300 dishes with the following options: 1: f( Pastes the existing f(x) to an input area such as the Home screen to evaluate the function at a point (for example, f(2)). 49 How many combinations of ice cream can you will need to order three different flavors in a dish.
... Problem An ice cream store advertises that it makes 25 flavors of flavors! If a long hot summer is about 25 ice cream dishes each day! Function table I displays a menu with different combinations of home made ice cream. You like to eat about 90 days long, you test over a very ... 3 < You can choose from 2300 dishes with the following options: 1: f( Pastes the existing f(x) to an input area such as the Home screen to evaluate the function at a point (for example, f(2)). 49 How many combinations of ice cream can you will need to order three different flavors in a dish.
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To set up a function table: 1. Enter a function and press Press I and select Edit function. 2. 2: Edit function Lets you to display a defined function in a tabular form. The function table allows you define the function f(x) and generates a table of values.
To set up a function table: 1. Enter a function and press Press I and select Edit function. 2. 2: Edit function Lets you to display a defined function in a tabular form. The function table allows you define the function f(x) and generates a table of values.