Let 2 at] = [m - 4] Find a domain on which 3' is dne-te-ene and nun-decreasing. Find the inverse of f restricted to this domain 3' 1m: |_ ssume that the function f is a one-te-ene function. [5.) If?) = 9, find f 1(9). Your answer is I I [b]|ff1[2}= 4,fin::| f[4}. Your answer is I I Use the table below to fill in the missing values. f(x) 0 6 1 9 2 2 3 8 4 5 6 7 0 9 4 f(1) = if f(x) = 7, then & = f -'(9) = if f '(x) = 6, then I =Use the graph below to fill in the missing values. 4 2 4 f(0) f(x) = 0, 1 = f '(0) = f (x) =0, 1 =Let fie] = (a: + 4)\" Find a domain on which 3' is one-te-ene and non-decreasing. Find the inverse of f restricted to this domain. 3\" 10:) = |_ \f\f{5!} Find the inverse function of x] = 73: 5. r '(mi = i .l [b] The graphs of f and f 1 are symmetric with respect to the line defined by y =