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Definition
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Definition
Quadratic Function
[image] |
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Definition
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Definition
Square Root Function
[image] |
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Definition
Cube Root Function
[image] |
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Definition
Absolute Value Function
[image] |
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Term
| How do you find horizontal intercepts of a function? |
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Definition
| Substitute 0 for y and solve the resulting equation. |
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| How do you find vertical intercepts of a function? |
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Definition
| Substitute 0 for x and simplify. |
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Definition
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Definition
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Definition
Exponential Function
[image] |
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Term
| What are examples of things that you can do to change the appearance of one side of an equation? |
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Definition
1) Simplify
2) Distribute
3) Add 0
4) Multiply by 1 |
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Term
What is the equation of the translated graph?
[image] |
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Definition
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Term
If g(x) = [image],
What is the equation of the translated graph in terms of f(x), the parent function of g(x)?
[image] |
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Definition
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Term
What is the equation of the following graph?
[image] |
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Definition
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Term
If g(x) = [image] ,
What is the equation of the translated graph in terms of f(x), the parent function of g(x)?
[image] |
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Definition
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Term
What is the equation of the translated graph?
[image] |
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Definition
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Term
If g(x) = [image],
What is the equation of the translated graph in terms of f(x), the parent function of g(x)?
[image] |
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Definition
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Term
What is the equation of the translated graph?
[image] |
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Definition
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Term
If g(x) = [image],
What is the equation of the translated graph in terms of f(x), the parent function of g(x)?
[image] |
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Definition
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Term
What is the equation of the translated graph?
[image] |
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Definition
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Term
If g(x) = [image],
What is the equation of the translated graph in terms of f(x), the parent function of g(x)?
[image]
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Definition
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Term
What is the equation of the following graph?
[image] |
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Definition
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Term
If g(x) = [image],
What is the equation of the translated graph in terms of f(x), the parent function of g(x)?
[image] |
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Definition
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Term
Which direction is this function being moved?
f(x) + c |
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Definition
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Term
Which direction is this function being moved?
f(x) - c |
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Definition
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Term
Which direction is this function being moved?
f(x - c) |
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Definition
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Term
Which direction is this function being moved?
f(x + c) |
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Definition
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Term
If f(x) = x2, what is the function of the graph in red (the translation), in terms of f(x)?
[image] |
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Definition
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If f(x) = x2, what is the function of the graph in red (the translation), in terms of f(x)?
[image] |
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Definition
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Term
If f(x) = x2, what is the function of the graph in red (the translation), in terms of f(x)?
[image] |
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Definition
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Term
If f(x) = x2, what is the function of the graph in red (the translation), in terms of f(x)?
[image] |
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Definition
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| What is the domain of a function? |
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Definition
| The domain of a function is the set of all possible inputs. |
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| What is the range of a function? |
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Definition
| The range of a function is the set of all possible outputs. |
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| What is the relationship between the input and output of a function? |
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Definition
| The output is a function of the input. |
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| What is the vertical intercept of a function? |
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Definition
| The vertical intercept of a function is where the graph crosses the vertical axis. |
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| What is the horizontal intercept of a function? |
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Definition
| The horizontal intercept of a function is where the graph crosses the horizontal axis. |
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| How do you find the vertical intercept of a function? |
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Definition
| In order to find the vertical intercept of a function, you substitute 0 for the input and find the output. |
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| How do you find the horizontal intercept of a function? |
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Definition
| In order to find the horizontal intercept of a function, you substitute 0 for the output and solve for the input. |
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Term
| Given the symbol f(x), what variable is the input? |
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Definition
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| Given the symbol f(x), what is the output? |
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Definition
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| What does the symbol f(3) represent? |
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Definition
| f(3) represents the output of the function f(x) when the input is 3. |
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Term
How is this function being transformed?
-f(x) |
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Definition
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Term
How is this function being transformed?
2f(x) |
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Definition
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Term
Identify all the transformations and the order in which they should be applied:
-2f(x-3)-4 |
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Definition
1) Vertically Reflected
2) Vertically Stretched
3) Horizontally Translated to the right 3
4) Vertically Translated down 4 |
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