Graph specification: (This text defines the graph.)
full size
custom size
width:
height:
Instructions
- Select a graph from the above list
- Edit the definition of the graph and press the Draw Graph button
- You can copy and paste text from different graph definitions
- When you have the graph you want, paste the text into your Powerpoint™ slide
- Grab a picture of the graph and paste that into your slide where the graph should appear.
Graph of points
- The points keyword defines a set of ordered pairs
- The student can move the mouse over any point to see coordinates
- Separate ordered pairs by commas
- You can combine points with functions
- Interactive points are not currently supported
Vertical line graph
- Use the function keyword to graph a vertical line (even though it's not a function.)
- Use additional function statements to add more functions to the graph if you want
- The window keyword sets the graph window
- Separate each field following the window keyword with a colon(:)
- The grid=no field turns off the grid
- You can add a slider to make the vertical line interactive.
Linear Inequality graph
- Use the function keyword to graph an inequality
- Use <= for ≤
- Use >= for ≥
Linear Function graph
- Use the function keyword to graph any function
- The dependent variable does not have to be y
- The independent variable does have to be x
- Use the labels keyword to change the axis labels
Interactive Parallel Lines
- Use more than one function statement to graph multiple functions
- The position field defines the position of the second function relative to the top right corner
- Variables a and b are replaced by slider values
- Precede each variable with %
- Use the slider keyword to define a slider for each variable
- You can override defaults for the min, max and initial value of each slider
Interactive square root functions
- Two function statements graphs two functions
- The position field defines the position of the second function relative to the top right corner
- Variables h and k are replaced by slider values
- Precede each variable with %
- Use the slider keyword to define a slider for each variable
- You can override defaults for the min, max and initial value and step of each slider
Quadratic Inequalities
- Two function statements graph two inequalities
- Use <= for ≤
- Use >= for ≥
- The position field defines the position of each inequality relative to the top left corner
Dynamic Quadratic Function
- Use the function keyword to graph any function
- Variables h and k are replaced by slider values
- Precede each variable with %
- Use the slider keyword to define a slider for each variable
- You can override defaults for the min, max and initial value and step of each slider
- The dynamic keyword in the function definition replaces the variables with numbers in the equation
Rational Inequality
- Use the function keyword to graph an inequality
- Use <= for ≤
- Use >= for ≥
- Use the position field to define the position of each inequality relative to the top left corner
- Use the grid=none field to turn off the grid
- Use the scale=none field to turn off the scale (You may need to do this for small graphs.)
Interactive Rational Equation
- Use the function keyword to graph any function
- Variables a and k are replaced by slider values
- Precede each variable with %
- Use the slider keyword to define a slider for each variable
- You can override defaults for the min, max and initial value and step of each slider
- Use the window statement to override the default window. Separate each field with a colon (:)
Polynomial Function
- Use the function keyword to graph any function
- The positionf ield tells where to display the equation relative to the top left corner
- The window statement overrides the default window
- Separate each field with a colon(:)
Absolute value Function
- Two function statements display two functions
- The position = none field says not to display the function
- Variables h and k are replaced by slider values
- Precede each variable with %
- Use the slider keyword to define a slider for each variable
- You can override defaults for the min, max and initial value and step of each slider
Step Functions
- Use the function keyword to graph any function
- Use the floor or ceil keywords for step functions
- The window statement overrides the default window
- The default position for the function is in the top left corner of the graph
- Use the position field to override this default (see polynomial function.)
Trig Functions
- Trig functions include sin, cos, tan, asin, acos, atan
- Use scale=pi in the window statement and the slider statement to show the scale in pi units.
- The labels field overrides the default labels for the axes
- If possible avoid using slider variable a in front of sin because this is interpreted as the asin function
- If you really need to do the above, use the eval and latex fields in the function definition (see syntax guide.)
Exponential Function
- Use %e to represent euler's number
No Equation Shown
- For static graphs, use position = none field to turn off the display of the function
- You may want to do this and display the function outside the graph using MathType
Empty Graph
- You can graph a relation using two functions and the same color.
Empty Graph
- You can graph a piecewise function as several functions with different domains.
- You can make the functions all the same color.
- The LaTeX for the math notation is rather complex.
Empty Graph
- You can also display a coordinate system with no graph for the on screen teacher to use.
Normal Distribution
- Here is an example of a common graph whose function definition is not currently supported by the parser
- However, the eval and latex fields define overrides so the function is evaluated and displayed correctly