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Mathematics, 20.02.2020 05:40 keelyrosewillia
How is the domain of a trigonometric function restricted so that its inverse function is defined?
FILL IN THE BLANKS
The graph of f(x)=tan(x) .
a. is one-to-one
b. does not pass the horizontal line test
c. does not pass the vertical line test
Therefore, a domain restriction must be placed on the function for the inverse function to be defined. The domain restriction placed on f(x)=tan(x) is so that its inverse function is defined.
a. (-pi/2, pi/2)
b. (0, pi/2)
c. (0, pi)
d. [-pi/2, pi/2]
e. [0, pi/2]
f. [0, pi]
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How is the domain of a trigonometric function restricted so that its inverse function is defined?
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