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4 December, 08:45

What is the inverse of the logarithmic function

f (x) = loggx?

f-1 (x) = x

8-1 (x) = - logo

f-1 (x) = 9x

F-1 (x) =

log, x

+5
Answers (1)
  1. 4 December, 09:06
    0
    Answer: 9^x

    Step-by-step explanation:

    I guess we have the function:

    f (x) = log₉ (x)

    The inverse function of this will be the base of the logaritm (9 in this case) powered with the thing inside the logaritm (in this case x)

    Then the inverse is f-1 (x) = 9^x
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