Assume that the function has an inverse, and, without solving for the inverse, find the indicated value. ;

Question

Assume that the function has an inverse, and, without solving for the inverse, find the indicated value.  ;

Quizplus · Accepted Answer

Since the function has an inverse, the two given values are related through the inverse. Applying the inverse to the first value should give the second value. By $f^{-1}(11eaa88b\_9163\_83c2\_a696\_e12f5ea75c98\_TB5869\_11)=11eaa88b\_9163\_aad3\_a696\_b55fe09fb80d\_TB5869\_11$, we would expect $f^{-1}(11eaa88b\_9163\_aad3\_a696\_b55fe09fb80d\_TB5869\_11)$ to be equal to the first value. This gives us our answer of choice C, 11eaa88b\_9163\_d1e6\_a696\_5d15daec8a54\_TB5869\_11.

Assume That the Function Has an Inverse, And, Without Solving