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Question

Which of the following functions are the mirror images of each other with respect to the line y=x

A
ex and logex
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B
ex and logxe
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C
πx and logπx
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D
πx and logxπ
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Solution

The correct option is C πx and logπx
We know that, graph of exponential function and logarithmic function are the mirror images of each other with respect to the line y=x if their bases are same. i.e., ax and logax


So, ex and logex are the mirror images of each other.
πx and logπx are the mirror images of each other.

logxe=1logex
So, ex and 1logex are not the mirror images of each other.
Similarly, πx and logxπ are not the mirror images of each other.

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