let f(x) = 2x /(3x-4) for x >= 2, explain what sup{f(x)|x>2} = inf{f(x)|x is in (2, infinity)} be, using the derivative
Posted: Thu May 12, 2022 12:42 pm
let f(x) = 2x /(3x-4) for x >= 2, explain what
sup{f(x)|x>2} = inf{f(x)|x is in (2, infinity)} be, using
the derivative f'.
sup{f(x)|x>2} = inf{f(x)|x is in (2, infinity)} be, using
the derivative f'.