User Manual
Page 1
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 ... 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 editor and list formulas 34 1
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 ... 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 editor and list formulas 34 1
User Manual
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...› - C CD D 2 ) < D DC C 5 " ) < e› - C raises e to the power you specify. Logarithm and exponential functions D C (multi-tap keys) D yields the logarithm of a number. C .5 < Numeric derivative %A % A calculates an approximate derivative of expression with respect to variable, given the value at which to the base e (e ≈ 2.718281828459). This function is 1EM3). D D yields the common logarithm...
...› - C CD D 2 ) < D DC C 5 " ) < e› - C raises e to the power you specify. Logarithm and exponential functions D C (multi-tap keys) D yields the logarithm of a number. C .5 < Numeric derivative %A % A calculates an approximate derivative of expression with respect to variable, given the value at which to the base e (e ≈ 2.718281828459). This function is 1EM3). D D yields the common logarithm...
User Manual
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In MathPrint™ mode, the default H is 1EM3. Because of the method used to calculate nDeriv(, the calculator can return a false derivative value at x = ---2--- 3 What do you notice? (Fix 3 decimal places.) 28 Example in MathPrint™ mode %A %A z F T 5...(expression,variable,value[,H]) %A %A z F T 5 z %`z %`M1 ) < nDeriv( uses the symmetric difference quotient method, which approximates the numerical derivative value as the slope of the tangent line to change H for investigations. f′(x) = f--(---x 2-----ε---f--(--x As H becomes smaller, the approximation usually ...
In MathPrint™ mode, the default H is 1EM3. Because of the method used to calculate nDeriv(, the calculator can return a false derivative value at x = ---2--- 3 What do you notice? (Fix 3 decimal places.) 28 Example in MathPrint™ mode %A %A z F T 5...(expression,variable,value[,H]) %A %A z F T 5 z %`z %`M1 ) < nDeriv( uses the symmetric difference quotient method, which approximates the numerical derivative value as the slope of the tangent line to change H for investigations. f′(x) = f--(---x 2-----ε---f--(--x As H becomes smaller, the approximation usually ...