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00_FRONT.DOC TI-89/TI-92 Plus: Front Matter (English) Bob Fedorisko Revised: 02/23/01 10:37 AM Printed: 02/23/01 2:10 PM Page v of 16
Preview of Polar Graphing....................................................................134
Overview of Steps in Graphing Polar Equations................................135
Differences in Polar and Function Graphing......................................136
Preview of Sequence Graphing............................................................ 140
Overview of Steps in Graphing Sequences......................................... 141
Differences in Sequence and Function Graphing.............................. 142
Setting Axes for Time, Web, or Custom Plots.................................... 146
Using Web Plots......................................................................................147
Using Custom Plots................................................................................150
Using a Sequence to Generate a Table................................................ 151
Preview of 3D Graphing........................................................................ 154
Overview of Steps in Graphing 3D Equations.................................... 156
Differences in 3D and Function Graphing.......................................... 157
Moving the Cursor in 3D....................................................................... 160
Rotating and/or Elevating the Viewing Angle.....................................162
Animating a 3D Graph Interactively.................................................... 164
Changing the Axes and Style Formats.................................................165
Contour Plots.......................................................................................... 167
Example: Contours of a Complex Modulus Surface......................... 170
Implicit Plots........................................................................................... 171
Example: Implicit Plot of a More Complicated Equation................. 173
Preview of Differential Equation Graphing........................................ 176
Overview of Steps in Graphing Differential Equations.....................178
Differences in Diff Equations and Function Graphing......................179
Setting the Initial Conditions................................................................ 184
Defining a System for Higher-Order Equations................................. 186
Example of a 2nd-Order Equation....................................................... 187
Example of a 3rd-Order Equation........................................................ 189
Setting Axes for Time or Custom Plots............................................... 190
Example of Time and Custom Axes.................................................... 191
Example Comparison of RK and Euler............................................... 193
Example of the deSolve( ) Function....................................................196
Troubleshooting with the Fields Graph Format................................ 197
Chapter 8:
Polar Graphing
Chapter 9:
Sequence Graphing
Chapter 10:
3D Graphing
Chapter 11:
Differential
Equation Graphing