TI-83/83 Plus
General Information
-setting contrast, modes, computations, special functions, memory, editing
Graphing Functions in Rectangular Coordinates (Intro)
-entering equations, window, zooms, trace, estimating extrema, table of
values
Graphing Functions in Rectangular Coordinates (Advanced)
-graphing discontinuous functions, compound functions, inverses; using split
screen
Angle Conversions
-conversion between radians and degrees and between DMS and decimal measures
Finding Minima, Maxima, and Solving Equations
-finding extrema without graphing and approximating solutions of equations
Curve Fitting
-entering data points and finding best-fitting curve
Graphing Functions in Polar Coordinates
-graphing in polar mode, zooming, tracing, converting to and from rectangular
Numerical Differentiation
-approximating derivatives using dy/dx and nDeriv
Numerical Integration
-approximating proper integrals and evaluating improper integrals
Matrix Operations
-matrix operations, multiplicative inverse, row echelon form, determinant
Annuity Computations
-calculating present and future values of annuities
Programming
-four illustrations of creating a program
Statistics on the TI-83
- entering data, creating histograms and boxplots, calculating probabilities
Copying Items
-instructions on sending information from one calculator to another
Computing Sequences and Sums
-displaying sequences and computing the sum of the terms of a sequence

TI-85
General Information
-setting contrast, modes, computations, special functions, memory, editing
Graphing Functions in Rectangular Coordinates
-entering equations, window, zooms, trace, approximating extrema
Angle Conversions
-conversion between radians and degrees and between DMS and decimal measures
Graphing Functions in Rectangular Coordinates -- advanced topics
-graphing discontinuous functions, compound functions, and inverses
Solving Equations
-using "poly", "solver", and "simult" to solve
equations
Complex Numbers / Poly Function for Quadratic Equations
-introduction to complex numbers and their operations; using "poly"
function
Curve Fitting
-entering data points and finding best-fitting curve
Graphing Parametric Equations
-setting mode, creating graph, zooming, tracing
Operations with Complex Numbers
-four basic operations, powers, converting between rectangular and trig form
Graphing Functions in Polar Coordinates
-graphing functions in polar mode, zooming, and tracing
Vector Computations
-adding and subtracting, scalar multiplication, cross product, norm, dot
product
Matrix Operations
-matrix operations, multiplicative inverse, row echelon form, determinant
Numerical Differentiation
-computing first, second, and higher order derivatives; possible errors
Numerical Integration
-approximating proper integrals and evaluating improper integrals
Programming
-four illustrations of creating a program
Copying Items
-instructions on sending information from one calculator to another
Computing Annuities
-explains how to use the various annuity programs available through the MLC
Computing Sequences and Sums
-displaying sequences and computing the sum of the terms of a sequence
Unit Conversions
-explains how to use the built-in unit conversion function

TI-86
General Information
-setting contrast, modes, computations, special functions, memory, editing
Graphing Functions in Rectangular Coordinates (Intro)
-entering equations, window, zooms, trace, approximating extrema
Graphing Functions in Rectangular Coordinates (Advanced)
-graphing discontinuous functions, compound functions, inverses
Angle Conversions
-conversion between radians and degrees and between DMS and decimal measures
Using the TI-85 and TI-86 Poly Function
-introduction to complex numbers and use of "poly" function
Curve Fitting
-entering data points and finding best-fitting curve
Graphing Parametric Equations
-setting mode, creating graph, zooming, tracing
Graphing Functions in Polar Coordinates
-graphing functions in polar mode, zooming, and tracing
Vector Computations
-adding and subtracting, scalar multiplication, cross product, norm, dot
product
Matrix Operations
-matrix operations, multiplicative inverse, row echelon form, determinant
Numerical Differentiation
-computing first, second, and higher order derivatives; possible errors
Numerical Integration
-approximating proper integrals and evaluating improper integrals
Computing Annuities
-explains how to use the various annuity programs available through the MLC
Programming
-four illustrations of creating a program
Copying Items
-instructions on sending information from one calculator to another
Computing Sequences and Sums
-displaying sequences and computing the sum of the terms of a sequence
Unit Conversions
-explains how to use the built-in unit conversion function

TI-89
General Information
-setting contrast, modes, computations, special functions, memory, editing
Graphing Functions in 2-D Rectangular Coordinates
-entering equations, window, zooms, trace, evaluating extrema, table of
values
Graphing Functions in 3-D Rectangular Coordinates
-setting mode, entering equations, determining window, zooming, tracing
Solving Equations
-solving equations using "solve" and "csolve"
Curve Fitting
-entering data points and finding best-fitting curve
Vector Computations
-adding and subtracting, scalar multiplication, dot and cross products, norm,
unit vector
Matrix Operations
-addition, matrix and scalar multiplication, multiplicative inverse,
determinant
Differentiation
-symbolic and numeric calculation of first, second, and higher order
derivatives
Integration
-definite and indefinite integration; exact and approximate results
Computing Sequences and Sums
-displaying sequences and computing the sum of the terms of a sequence
Trouble-shooting Techniques and Cute Tricks
Piecewise Functions on the TI-89
-miscellaneous collection of topics. Please contribute!

TI-92 Plus
General Information
-setting contrast, modes, computations, special functions, memory, editing
Graphing Functions in 2-D Rectangular Coordinates
-entering equations, window, zooms, trace, evaluating extrema, table of
values
Graphing Functions in 3-D Rectangular Coordinates
-setting mode, entering equations, determining window, zooming, tracing
Solving Equations
-solving equations using "solve" and "csolve"
Curve Fitting
-entering data points and finding best-fitting curve
Vector Computations
-adding and subtracting, scalar multiplication, dot and cross products, norm,
unit vector
Matrix Operations
-addition, matrix and scalar multiplication, multiplicative inverse,
determinant
Differentiation
-symbolic and numeric calculation of first, second, and higher order
derivatives
Integration
-definite and indefinite integration; exact and approximate results
Computing Sequences and Sums
-displaying sequences and computing the sum of the terms of a sequence
Trouble-shooting Techniques and Cute Tricks
-miscellaneous collection of topics. Please contribute!
Math Learning Center, Shoreline Community College