Question:
Determine f^-1(x) of f (x) = 5^(x+3) - 2. f^-1(x)= log3 (x
Last updated: 7/9/2022
![Determine f^-1(x) of f (x) = 5^(x+3) - 2. f^-1(x)= log3 (x](https://media.kunduz.com/media/sug-question/raw/62072384-1657396936.6328492.jpeg?h=512)
Determine f^-1(x) of f (x) = 5^(x+3) - 2. f^-1(x)= log3 (x + 2) + 5 f^-1(x)= log₂ (x-3) f^-1(x)= log5 (x+2) - 3 f^-1(x)= log5 (x - 2)
Last updated: 7/9/2022
Determine f^-1(x) of f (x) = 5^(x+3) - 2. f^-1(x)= log3 (x + 2) + 5 f^-1(x)= log₂ (x-3) f^-1(x)= log5 (x+2) - 3 f^-1(x)= log5 (x - 2)