Types of intervals

[img]data:image/png;base64,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[/img]

Illustration (Geometry)

[img]data:image/png;base64,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[/img]

Function Machine

Vertical Line Test

[img]data:image/png;base64,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[/img]

Some Elementary Functions

Identify function
Constant function
Absolute function
Signum function
Floor function
Ceil function

Horizontal Line Test

This applet can be used to determine whether a function is one-to-one or not, and also to restrict the domain to some interval where the function is one-to-one.[br][list][*]Enter a function of x in the input box.[br][/*][*]Drag the vertical slider up or down (or press the Play button) to find the intersecting points of the graph and the horizontal line.[br][/*][*]To see the x-coordinates of the intersection points, check the “show coordinates”.[br][/*][/list]If we want to define an inverse function then we have to find an interval where f(x) is one-to-one.[br][list][*]Drag the left and/or the right side of the blue segment under the graph to restrict the domain.[br][/*][/list]Use the second button on the toolbar to drag the viewing window, zoom in or zoom out if necessary.

COMPOSITION OF FUNCTIONS

Inverse Function

Description
A function converts an [math]x[/math] value to a [math]y[/math] value so the inverse operation would take a [math]y[/math] value back to the original [math]x[/math] value. Because the inverse operation would take a [math]y[/math] value to an [math]x[/math] value the axis and names are switched. The inverse operation of a function can be shown on a graph by reflecting the function about the line [math]x=y[/math] which is equivalent to switching the [math]x[/math] and [math]y[/math] axes.[br]The inverse of a function [math]f(x)[/math] is labeled as [math]f^{-1}(x)[/math]. However, not all functions have inverse functions. You can enter a function in the entry box. This applet will then tell whether the inverse operation is a function. This test is performed only on the visible portion of the domain of the inverse operation.[br]Checking the "Path" checkbox will show the path of numbers. By moving the initial x value ( the orange plus ) it can be seen that [math]f^{-1}(f(x))=x[/math] if [math]f^{-1}[/math] is a function. Also, from exchange of functions [math]f(f^{-1}(x))=x[/math][br][br]
Activities
[br][br]Determine what requirement must the original function satisfy in order to have an inverse function.[br]Also, note the Domain and Range of the function and inverse operation.[br][br]Is there a way to limit the domain or range of the flipped function so that it could be a function.

Even or Odd function

Even or Odd function

Graphing functions using transformations

Aim:
To analyse the changes in the graph of a function according to some slight changes in the definition .
Concepts:
[list=1][*]Graph of Function[/*][/list]
Discussion:
[list=1][*]If we know the graph of the function f(x) we can obtain the graphs of the functions f(x)+a and f(x+a) by translation.[/*][*]This idea helps us to imagine the graphs of some functions in the graph of the base function is known[/*][/list]
Procedure:
[list=1][*]Draw the graph of f(x)=x^2[/*][*]Create a number slider a with increment 0.1[/*][*]Draw the graph of g(x)=f(x+a) (Input f+a)[/*][*]Observe how the graph of g(x) changes according to a.[/*][/list]
Shifting of Graphs f(x)+a
Do the above observations for different functions such as
1.x^3[br] 2. x^4
Activity 1:
Procedure:
[list=1][*]Draw the graph of f(x)=x^2[/*][*]Create a number slider a with increment 0.1[/*][*]Draw the graph of g(x)=f(x+a) (Input f+a)[/*][*]Observe how the graph of g(x) changes according to a.[/*][/list]
Shifting of Graphs f(x+a)
Do the above observations for different functions such as
1.x^3[br]2.x^4
Activity 2:

Information