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Cards In This Set
| Front | Back |
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When identifying the intervals for increasing, decreasing, and constant, which variables do we focus on?
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The x's
because we are looking from left to right mark the changes on the x-axis |
 When is a graph increasing? |
 The picture is rising (as you move from left to right) |
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When is a graph decreasing?
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 The picture is "falling" (as you move from left to right) |
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When is a graph constant?
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 The picture doesn't change (as you move from left to rignt) |
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What is the sentence for Relative Maximum/Minimum?
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Relative (maximum/minimum) of (y-value) when x = (x value)
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What is a relative maximum?
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The highest point in a region. (a hill)
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What is a relative minimum?
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The lowest point in a region. (a valley)
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 What is the equation for this graph? |
Y = x
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 What is the equation for this graph? |
Y = x2
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 What is the equation for this graph? |
Y = /x (square root of x)
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 What is the equation for this graph? |
Y = 1/x
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How do you find the solution for (f <> g) (#) when <> is addition, subtraction, multiplication, or division?
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Find f(#)
Find g(#) Then perform the operation <> on the two answer |
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How is the domain of f/g different from f+g, f-g, or fg?
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The domain if f/g is the domain of the others minus all the numbers where g(x) = 0.
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How do you evaluate (fog)(#)?
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Find g(#).
Then plug the answer from above into f. The answer from the second step is the answer to the question. |
