Suppose the function f(t) has a global maximum value of 5 when t = 1. What is the largest value that G(w) = 4 - /) + 7 will ever have, and where does it occur? Suppose the function f() has a global maximum value of 5 when t = 1. What is the smallest value that G(w) = 2-In(f (w)) + 7 will ever have, and where does it occur? Suppose the function f() has a global minimum value of 5 when = 1. What is the largest value that G(w) = 2 - /) + 6 will ever have, and where does it occur? | Suppose the function f(t) has a global minimum value of 5 when t = 1. Will Gw)=-2- ln(f(w)) 5 have a maximum or a minimum value? How do you know? What will it be, and where will it occur