Which of the following is a correct method to verify that two functions
are INVERSES of each other?
the graphs of the functions are a reflection across the line y = -x.
the graphs of the functions are a reflections across the y axis.
the graphs of the functions are a reflection across the line, y = x.
O The correct or complete answer is not in any of the choices.

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DepressedLoser DepressedLoser · Answer 1 · 2021-03-02T23:18:00+01:00

Answer:

C) the graphs of the function are a reflection across the line, y = x

Step-by-step explanation:

Inverse functions have graphs that are reflections over the line y = x and thus have reversed ordered pairs.

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lisboa lisboa · Answer 2 · 2021-09-17T05:46:39+02:00

When that two functions are INVERSES of each other then

The graphs of the functions are a reflection across the line y = x

Option C

Given :

The two functions that are inverse to each other

When two functions are inverse to each other then

the domain of function f is the range of inverse function

The range of function f is the domain of inverse function

x values of function f = y values of inverse function

y values of function f = x values of inverse function

Hence we can say that the graph of function are reflection across y=x

The graphs of the functions are a reflection across the line y = x

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