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View the Graph Transformations interaction located
here
. Play with it and familiarize yourself with the demonstrating
graph transformations.
Note:
There are functions and different numbers given that you can
click on and see the various transformations. You can also
choose or create your own function and numbers by double
clicking the given function / numbers, and typing in the pop-up
box along the left-hand side of the graph. Or, you can change
the functions and numbers for the various transformations along
the right hand side of the graph by typing in the function box
and sliding the bullets left or right along the number line.
Explain why the graph of the function g(x) = -3(x-1)
2
+ 5 has the same basic shape of the parabola f(x) = x
2
.
Provide your own example of a function and list out the given
graph transformations used.

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View the Graph Transformations interaction located here. Play wi.docx

  • 1. View the Graph Transformations interaction located here . Play with it and familiarize yourself with the demonstrating graph transformations. Note: There are functions and different numbers given that you can click on and see the various transformations. You can also choose or create your own function and numbers by double clicking the given function / numbers, and typing in the pop-up box along the left-hand side of the graph. Or, you can change the functions and numbers for the various transformations along the right hand side of the graph by typing in the function box and sliding the bullets left or right along the number line. Explain why the graph of the function g(x) = -3(x-1) 2 + 5 has the same basic shape of the parabola f(x) = x 2 . Provide your own example of a function and list out the given graph transformations used.