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Practicing with Graphs of Inverse Functions |
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Solve the following problems
involving graphs and their inverses.
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1. |
True
or False: The inverse of
the graph shown below will be a function.
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Choose:
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2. |
True
or False:
Since
f(x) is a reflection of g(x), g(x) is also the inverse of
f(x).
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Choose:
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3. |
True or False:
The graphs shown below are inverses of one another.
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Choose:
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4. |
True
or False:
The
graphs of sin(x) and cos(x) are inverses of one another.
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Choose:
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5. |
The
natural logarithmic function is the inverse function of
the exponential function. Since the point (0,1) lies
on the exponential function, we know that the point _____
lies on the logarithmic function.
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Choose:
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