Other Content
Table Of Contents
- Important Information
- Getting Started with TI‑Nspire™ Student Software
- Using the Documents Workspace
- Working with Connected Handhelds
- Working with TI‑Nspire™ Documents
- Creating a New TI‑Nspire™ Document
- Opening an Existing Document
- Saving TI‑Nspire™ Documents
- Deleting Documents
- Closing Documents
- Formatting Text in Documents
- Using Colors in Documents
- Setting Page Size and Document Preview
- Working with Multiple Documents
- Working with Applications
- Selecting and Moving Pages
- Working with Problems and Pages
- Printing Documents
- Viewing Document Properties and Copyright Information
- Working with PublishView™ Documents
- Creating a New PublishView™ Document
- Saving PublishView™ Documents
- Exploring the Documents Workspace
- Working with PublishView™ Objects
- Working with TI-Nspire™ Applications
- Working with Problems
- Organizing PublishView™ Sheets
- Using Zoom
- Adding Text to a PublishView™ Document
- Using Hyperlinks in PublishView™ Documents
- Working with Images
- Working with Video Files
- Converting Documents
- Printing PublishView™ Documents
- Working with Lesson Bundles
- Capturing Screens
- Working with Images
- Responding to Questions
- Calculator Application
- Using Variables
- Graphs Application
- What You Must Know
- Graphing Functions
- Manipulating Functions by Dragging
- Specifying a Function with Domain Restrictions
- Finding Points of Interest on a Function Graph
- Graphing a Family of Functions
- Graphing Equations
- Graphing Conic Sections
- Graphing Parametric Equations
- Graphing Polar Equations
- Using the Text Tool to Graph Equations
- Graphing Scatter Plots
- Plotting Sequences
- Graphing Differential Equations
- Viewing Tables from the Graphs Application
- Editing Relations
- Accessing the Graph History
- Zooming/Rescaling the Graphs Work Area
- Customizing the Graphs Work Area
- Hiding and Showing Items in the Graphs Application
- Conditional Attributes
- Calculating Area Between Curves
- Tracing Graphs or Plots
- Introduction to Geometric Objects
- Creating Points and Lines
- Creating Geometric Shapes
- Basics of Working with Objects
- Measuring Objects
- Transforming Objects
- Exploring with Geometric Construction Tools
- Animating Points on Objects
- Adjusting Variable Values with a Slider
- Labeling (Identifying) the Coordinates of a Point
- Displaying the Equation of a Geometric Object
- Using the Calculate Tool
- 3D Graphs
- Geometry Application
- What You Must Know
- Introduction to Geometric Objects
- Creating Points and Lines
- Creating Geometric Shapes
- Basics of Working with Objects
- Measuring Objects
- Transforming Objects
- Exploring with Geometric Construction Tools
- Using Geometry Trace
- Conditional Attributes
- Hiding Objects in the Geometry Application
- Customizing the Geometry Work Area
- Animating Points on Objects
- Adjusting Variable Values with a Slider
- Using the Calculate Tool
- Lists & Spreadsheet Application
- Creating and Sharing Spreadsheet Data as Lists
- Creating Spreadsheet Data
- Navigating in a Spreadsheet
- Working with Cells
- Working with Rows and Columns of Data
- Sorting Data
- Generating Columns of Data
- Graphing Spreadsheet Data
- Exchanging Data with Other Computer Software
- Capturing Data from Graphs & Geometry
- Using Table Data for Statistical Analysis
- Statistics Input Descriptions
- Statistical Calculations
- Distributions
- Confidence Intervals
- Stat Tests
- Working with Function Tables
- Data & Statistics Application
- Notes Application
- Using Templates in Notes
- Formatting Text in Notes
- Using Color in Notes
- Inserting Images
- Inserting Items on a Notes Page
- Inserting Comments in Notes Text
- Inserting Geometric Shape Symbols
- Entering Math Expressions in Notes Text
- Evaluating and Approximating Math Expressions
- Inserting Chemical Equations in Notes
- Deactivating Math Expression Boxes
- Changing the Attributes of Math Expression Boxes
- Using Calculations in Notes
- Exploring Notes with Examples
- Data Collection
- What You Must Know
- About Collection Devices
- Connecting Sensors
- Setting Up an Offline Sensor
- Modifying Sensor Settings
- Collecting Data
- Using Data Markers to Annotate Data
- Collecting Data Using a Remote Collection Unit
- Setting Up a Sensor for Automatic Triggering
- Collecting and Managing Data Sets
- Analyzing Collected Data
- Displaying Collected Data in Graph View
- Displaying Collected Data in Table View
- Customizing the Graph of Collected Data
- Striking and Restoring Data
- Replaying the Data Collection
- Adjusting Derivative Settings
- Drawing a Predictive Plot
- Using Motion Match
- Printing Collected Data
- Libraries
- Getting Started with the Program Editor
- Defining a Program or Function
- Viewing a Program or Function
- Opening a Function or Program for Editing
- Importing a Program from a Library
- Creating a Copy of a Function or Program
- Renaming a Program or Function
- Changing the Library Access Level
- Finding Text
- Finding and Replacing Text
- Closing the Current Function or Program
- Running Programs and Evaluating Functions
- Getting Values into a Program
- Displaying Information from a Function or Program
- Using Local Variables
- Differences Between Functions and Programs
- Calling One Program from Another
- Controlling the Flow of a Function or Program
- Using If, Lbl, and Goto to Control Program Flow
- Using Loops to Repeat a Group of Commands
- Changing Mode Settings
- Debugging Programs and Handling Errors
- Using the TI‑SmartView™ Emulator
- Writing Lua Scripts
- Using the Help Menu
- Support and Service
- Index
346 Lists&Spreadsheet Application
2-Sample t Interval (tInterval_2Samp)
Computes a confidence interval for the difference between two population
means (m
1
Nm
2
) when both population standard deviations (s
1
and s
2
) are
unknown. The computed confidence interval depends on the user-specified
confidence level.
This test is useful in determining if there is statistical significance between the
means of two samples from the same population. It is used instead of the 2-
sample z confidence interval in situations where the population is too large to
measure to determine the standard deviation.
1-Prop z Interval (zInterval_1Prop)
Computes a confidence interval for an unknown proportion of successes. It
takes as input the count of successes in the sample x and the count of
observations in the sample n. The computed confidence interval depends on
the user-specified confidence level.
This test is useful in determining the probability of a given number of successes
that can be expected for a given number of trials. For instance, casino
examiners would use this test to determine if observed payouts for one slot
machine demonstrate a consistent pay out rate.
2-Prop z Interval (zInterval_2Prop)
Computes a confidence interval for the difference between the proportion of
successes in two populations (p
1
-p
2
). It takes as input the count of successes in
each sample (x
1
andx
2
) and the count of observations in each sample
(n
1
andn
2
). The computed confidence interval depends on the user-specified
confidence level.
This test is useful in determining if two rates of success differ because of
something other than sampling error and standard deviation. For example, a
bettor could use this test to determine if there is an advantage in the long run
by playing one game or machine versus playing another game or machine.
Linear Reg t Intervals (LinRegtIntervals)
Computes a linear regression t confidence interval for the slope coefficient b. If
the confidence interval contains 0, this is insufficient evidence to indicate that
the data exhibits a linear relationship.
Multiple Reg Intervals (MultRegIntervals)
Computes multiple regression prediction confidence interval for the calculated
y and a confidence for y.