Question

Help please @texaschic101 @Abhisar @abb0t @hartnn @IMStuck @sosotiff @quickstudent @kropot72 @myininaya @MrNood @Preetha @amistre64

Answer 1

What do you need help with ?

Answer 2

Given the function \[f (x) =\log_{4}(x + 8), \] find the value of \[f^{-1} (2)\]

Answer 3

\[\log_4(x+8)=2\] sovle for \(x\) in two steps

Answer 4

\(\Large \log_ab=c \implies b=a^c \)

Answer 5

write in equivalent exponential form as
\[4^2=x+8\] and solve for \(x\) (now in one step)

Answer 6

x = 8

Answer 7

thats correct :)

Answer 8

oh and thats your
\(f^{-1}(2) \\ = 8\)