Comparing a Function and Its Inverse Answers

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✔ x-intercept of f inversey-intercept of f inversex-intercept of f

A
x-intercept of f inverse
B
y-intercept of f inverse
C
x-intercept of f
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Complete the sentences to compare the functions.

Answers:
The range of f–1(x) is .:all real numbers
The domain of f(x) is .:all real numbers
The minimum of f(x) is equal to the .:smallest value in the domain of f inverse
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all real numbers greater than 0✔ all real numbersall real numbers less than 0

A
all real numbers greater than 0
B
✔ all real numbers
C
all real numbers less than 0
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✔ smallest value in the domain of f inverselargest value in the domain of f inverselargest value in the domain of f

A
✔ smallest value in the domain of f inverse
B
largest value in the domain of f inverse
C
largest value in the domain of f
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Table A shows the Fahrenheit temperatures for select Celsius temperatures. Table B shows the Celsius temperatures for select Fahrenheit temperatures.

Answers:
The tables show that the two functions are because the ordered pair (x, y) for one function is the ordered pair for the other function.:inverses
The tables show that the two functions are because the ordered pair (x, y) for one function is the ordered pair for the other function.:(y, x)
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(x, y) ✔ (y, x)(1/x, 1/y)

A
(x, y)
B
✔ (y, x)
C
(1/x, 1/y)

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